DFOL — CSI Derivatives Fundamentals and Options Licensing Course Cheat Sheet

Last revised: September 28, 2026

Compact independent Cheat sheet for the Canadian Securities Institute CSI Derivatives Fundamentals and Options Licensing Course (DFOL): options payoffs, strategies, Greeks, derivatives mechanics, suitability, and exam traps.

Use the tables for a quick pre-exam check. Expand a topic’s notes for explanations, examples, and additional distinctions.

Scope and study context

Option payoff formulas, break-even points, and maximum gain/loss.
Strategy selection for income, speculation, protection, and hedging.
Core derivatives distinctions: forwards, futures, options, swaps, warrants, and structured exposures.
Options account, suitability, risk, and disclosure concepts commonly tested in licensing-style questions.

Exam identity item	Detail
Provider	Canadian Securities Institute
Official exam title	CSI Derivatives Fundamentals and Options Licensing Course (DFOL)
Exam code	DFOL
Best use of this page	Fast review before original practice questions and scenario-based drills

What DFOL Candidates Should Be Able to Do Quickly

You should be able to:

Identify whether a derivative position creates a right, an obligation, or both.
Separate hedging, speculation, income generation, and arbitrage motives.
Calculate basic option intrinsic value, time value, break-even, maximum gain, and maximum loss.
Recognize how changes in the underlying price, volatility, time, interest rates, and dividends affect calls and puts.
Match common client objectives to suitable option strategies.
Spot high-risk positions, especially uncovered option writing, short volatility strategies, leverage, margin exposure, and assignment risk.
Apply suitability thinking: objective, risk tolerance, time horizon, financial capacity, product knowledge, and account approval.

High-Yield Exam Map

Area	What to know cold	Common trap
Option rights and obligations	Buyer has the right; writer has the obligation	Saying a short option holder “chooses” exercise
Calls vs puts	Calls benefit from price increases; puts benefit from price decreases	Forgetting premium when calculating profit
Long vs short	Long pays premium; short receives premium and may need margin	Treating premium received as maximum loss
Intrinsic vs time value	Premium = intrinsic value + time value	Assuming out-of-the-money options have no value before expiry
Covered vs uncovered writing	Covered call has stock backing; naked call does not	Calling a covered call “risk-free”
Spreads	Debit spreads pay net premium; credit spreads receive net premium	Reversing max gain and max loss
Volatility strategies	Long straddles/strangles want large moves; short versions want stability	Ignoring unlimited or substantial short-option risk
Greeks	Delta direction, gamma curvature, theta decay, vega volatility sensitivity	Assuming theta always hurts every position equally
Futures and forwards	Both lock future price; futures are standardized and marked to market	Ignoring margin and daily settlement for futures
Suitability	Match product, strategy, leverage, liquidity, knowledge, objective, and risk tolerance	Treating account approval as automatic suitability

Derivatives Product Selection Matrix

Product	Core feature	Typical users	Main risks	Exam distinction
Forward	Customized OTC agreement to buy/sell later at agreed price	Hedgers, institutions	Counterparty risk, liquidity risk, settlement risk	No exchange standardization; usually no daily margining like futures
Future	Exchange-traded standardized forward-style contract	Hedgers, speculators, arbitrageurs	Leverage, margin calls, basis risk	Daily mark-to-market through clearing process
Call option	Right to buy underlying at strike	Bullish speculators, hedgers, covered call writers	Premium loss for buyer; assignment risk for writer	Buyer has right, not obligation
Put option	Right to sell underlying at strike	Bearish speculators, portfolio hedgers	Premium loss for buyer; assignment risk for writer	Protective put creates downside floor, at a cost
Swap	Agreement to exchange cash flows	Institutions, asset/liability managers	Counterparty, valuation, liquidity, legal risk	Used to transform rate, currency, or credit exposure
Warrant	Longer-term option-like security often issued by a company	Investors seeking leverage	Issuer credit/dilution, liquidity	Often created by issuer, not just exchange-listed option market
Right	Short-term privilege to buy new shares, often in a rights offering	Existing shareholders	Expiry, dilution, market risk	Corporate finance instrument, not the same as an exchange option
Structured product	Packaged exposure using derivatives and debt components	Yield or payoff-targeted investors	Complexity, credit, liquidity, embedded fees	Must analyze payoff formula, issuer risk, and suitability

Core Option Vocabulary

Term	Meaning	Testable distinction
Underlying	Security, index, currency, commodity, rate, or other reference asset	Option value derives from the underlying
Strike/exercise price	Price at which option can be exercised	Compare strike to market price for moneyness
Expiry/expiration	Date after which option no longer exists	Time value generally decays as expiry approaches
Premium	Price paid by buyer and received by writer	Total cost usually equals quoted premium times contract multiplier
Intrinsic value	Amount option is in-the-money	Cannot be negative
Time value	Premium minus intrinsic value	Reflects volatility, time, rates, dividends, supply/demand
Moneyness	In-, at-, or out-of-the-money status	Calls and puts are opposite around strike
Exercise	Holder uses the option right	Holder initiates
Assignment	Writer is required to fulfill obligation	Writer receives assignment notice
Open interest	Number of outstanding contracts	Not the same as volume
Volume	Contracts traded during a period	Can be high even if open interest does not change much
American-style	Exercisable any time up to expiry	More early-exercise flexibility
European-style	Exercisable only at expiry	Common for many index-style products
Physical settlement	Underlying is delivered	Common for many equity options
Cash settlement	Cash amount paid instead of delivery	Common for many index derivatives
Multiplier	Converts quoted premium or index points to contract value	Always check product specifications

Moneyness and Intrinsic Value

Option type	In-the-money	At-the-money	Out-of-the-money	Intrinsic value
Call	Market price above strike	Market near strike	Market price below strike	Market price minus strike, if positive
Put	Market price below strike	Market near strike	Market price above strike	Strike minus market price, if positive

\[ \text{Call intrinsic value}=\max(S-K,0) \]\[ \text{Put intrinsic value}=\max(K-S,0) \]\[ \text{Option premium}=\text{intrinsic value}+\text{time value} \]

At expiry, time value is zero. Before expiry, an out-of-the-money option can still have time value.

Basic Option Position Reference

Position	Market view	Maximum gain	Maximum loss	Break-even at expiry	Main use
Long call	Bullish	Unlimited upside	Premium paid	Strike + premium	Leveraged upside
Short call, uncovered	Neutral to bearish	Premium received	Unlimited upside risk	Strike + premium	Aggressive income/speculation
Long put	Bearish or protective	Large, limited by underlying falling toward zero	Premium paid	Strike - premium	Downside hedge or bearish speculation
Short put	Neutral to bullish	Premium received	Large downside risk	Strike - premium	Income; willingness to buy underlying
Long stock	Bullish	Unlimited upside	Stock can fall substantially	Purchase price	Ownership
Short stock	Bearish	Stock can fall to zero	Unlimited upside risk	Sale price	Bearish exposure

Notes and examples

\[ \text{Long call profit}=\max(S_T-K,0)-C_0 \]\[ \text{Long put profit}=\max(K-S_T,0)-P_0 \]\[ \text{Short call profit}=C_0-\max(S_T-K,0) \]\[ \text{Short put profit}=P_0-\max(K-S_T,0) \]

Where \(S_T\) is the underlying price at expiry, \(K\) is strike, \(C_0\) is call premium, and \(P_0\) is put premium.

Option Pricing Drivers

Factor increases	Call value effect	Put value effect	Why
Underlying price	Up	Down	Calls gain from higher underlying; puts lose
Strike price	Down	Up	Higher strike makes calls less valuable and puts more valuable
Time to expiry	Usually up	Usually up	More time creates more opportunity for favourable movement
Volatility	Up	Up	More uncertainty benefits option holders
Interest rates	Generally up	Generally down	Present value and carry effects
Expected dividends	Generally down	Generally up	Dividends reduce stock price around ex-dividend date

High-yield distinctions:

Volatility helps long options because the buyer participates in favourable moves but has limited premium loss.
Theta usually hurts long options because time value erodes.
Higher dividends can increase early call assignment risk for in-the-money short calls.
Deep in-the-money options behave more like the underlying because delta is higher.

Notes and examples

Option Pricing Drivers

Factor increases	Typical effect on calls	Typical effect on puts	Why it matters
Underlying price	Increases call value	Decreases put value	Directional exposure
Strike price	Lower strike calls are more valuable	Higher strike puts are more valuable	Exercise advantage
Time to expiry	Usually increases value	Usually increases value	More time for favorable movement
Volatility	Increases value	Increases value	Greater chance of large favorable move
Interest rates	Generally increases calls	Generally decreases puts	Cost-of-carry and present value effects
Expected dividends	Generally decreases calls	Generally increases puts	Dividends reduce expected ex-dividend stock price

High-Yield Volatility Rules

Long options are long volatility. They generally benefit when implied volatility rises.
Short options are short volatility. They generally benefit when implied volatility falls.
Buying an option when implied volatility is high can still lose money if the expected move is already priced in.
Selling volatility can look attractive because of premium income, but losses can be severe if the underlying moves sharply.

Greeks Cheat Sheet

Greek	Measures	Long call	Long put	Short option effect	Exam use
Delta	Price sensitivity to underlying	Positive	Negative	Opposite of long	Directional exposure and hedge ratio
Gamma	Change in delta	Positive	Positive	Negative	Convexity; delta changes faster near at-the-money
Theta	Time decay	Usually negative	Usually negative	Usually positive	Income strategies vs option decay
Vega	Sensitivity to implied volatility	Positive	Positive	Negative	Volatility strategies
Rho	Sensitivity to interest rates	Usually positive	Usually negative	Opposite of long	Less central than delta/theta/vega for many equity-option questions

Notes and examples

Delta interpretation examples:

Position	Approximate directional exposure
Long 1 call with 0.60 delta	Similar to long 60 shares if multiplier is 100
Long 1 put with -0.40 delta	Similar to short 40 shares if multiplier is 100
Short 1 call with 0.60 delta	Similar to short 60 shares if multiplier is 100
Short 1 put with -0.40 delta	Similar to long 40 shares if multiplier is 100

\[ \text{Option contracts for delta hedge}= \frac{\text{shares to hedge}\times |\text{target hedge ratio}|}{\text{contract multiplier}} \]

Use the product’s actual multiplier. Standard equity option examples often use 100 shares, but contract terms can be adjusted.

Greeks: Fast Review

Greek	Measures	Long call	Long put	Why candidates miss it
Delta	Sensitivity to underlying price movement	Positive	Negative	Delta changes; it is not fixed.
Gamma	Sensitivity of delta to underlying movement	Positive	Positive	Short gamma positions can become risky quickly.
Theta	Sensitivity to time passing	Usually negative	Usually negative	Time decay hurts option buyers, helps writers.
Vega	Sensitivity to implied volatility	Positive	Positive	Volatility can dominate directional correctness.
Rho	Sensitivity to interest rates	Usually positive	Usually negative	Often smaller for short-dated equity options, but direction matters.

Greek Position Logic

Position	Delta	Gamma	Theta	Vega
Long call	Positive	Positive	Negative	Positive
Short call	Negative	Negative	Positive	Negative
Long put	Negative	Positive	Negative	Positive
Short put	Positive	Negative	Positive	Negative

Fast memory rule:

Long options: positive gamma, positive vega, negative theta.
Short options: negative gamma, negative vega, positive theta.

Exercise, Assignment, and Closing Transactions

Action	Who initiates?	Result
Buy to open	Buyer	Creates new long option position
Sell to open	Writer	Creates new short option position
Sell to close	Existing long holder	Exits long option position
Buy to close	Existing writer	Exits short option position
Exercise	Long holder	Uses right to buy or sell
Assignment	Short writer	Must fulfill obligation
Expiry	Contract ends	Option is exercised, assigned, or expires worthless depending on terms and moneyness

Open interest logic:

Buyer action	Seller action	Open interest effect
Opening buy	Opening sale	Increases
Closing buy	Closing sale	Decreases
Opening buy	Closing sale	Usually unchanged
Closing buy	Opening sale	Usually unchanged

Common trap: volume counts trading activity; open interest counts outstanding contracts.

Early Exercise Logic

Situation	Practical exam logic
Long call with meaningful time value	Selling the option may be better than exercising because exercise gives up time value
Deep in-the-money call before dividend	Early exercise may be considered if dividend benefit outweighs time value and financing cost
Long put deep in-the-money	Early exercise can be more plausible when time value is low
Short call near ex-dividend date	Assignment risk can rise
European-style option	Early exercise is not available

Do not assume every in-the-money option will be exercised early. Exercise style, remaining time value, dividends, financing costs, transaction costs, and product terms matter.

Strategy Decision Matrix

Client objective or view	Strategy candidates	Main benefit	Main risk/trap
Bullish, wants leverage	Long call	Limited premium loss, upside participation	Time decay; option may expire worthless
Bullish, wants defined risk and lower cost	Bull call spread	Lower premium than outright call	Upside capped
Moderately bullish or income-oriented	Covered call	Premium income	Upside capped; downside stock risk remains
Wants downside protection on stock	Protective put	Floor below strike less premium impact	Premium cost reduces return
Wants protection but lower net cost	Collar	Put protection financed by call writing	Upside capped
Bearish, wants limited risk	Long put	Defined premium risk	Time decay
Bearish, defined risk/lower cost	Bear put spread	Lower premium than outright put	Downside profit capped
Neutral, expects low volatility	Short straddle/strangle	Premium income	Large or unlimited loss potential
Expects major move, direction uncertain	Long straddle/strangle	Benefits from volatility	Needs large move to overcome premiums
Wants to buy stock at lower effective price	Cash-secured or secured put concept	Premium income and possible purchase	Downside if stock falls sharply
Hedging portfolio beta	Index options or futures	Broad market hedge	Basis risk, imperfect hedge

Covered and Protective Strategies

Strategy	Construction	Market view	Max gain	Max loss	Break-even	Key trap
Covered call	Long stock + short call	Neutral to moderately bullish	Strike - stock cost + premium	Stock cost - premium, if stock falls to zero	Stock cost - premium	Not full downside protection
Protective put	Long stock + long put	Bullish but risk-averse	Unlimited upside less premium	Stock cost - strike + premium	Stock cost + premium	Insurance cost raises break-even
Collar	Long stock + long put + short call	Wants range protection	Capped above call strike	Limited below put strike, adjusted for net premium	Depends on net premium	Protection is bought by giving up upside
Cash-secured put	Short put with cash to buy shares if assigned	Neutral to bullish	Premium received	Strike - premium, if stock falls to zero	Strike - premium	Similar downside to owning stock after premium

Notes and examples

Covered call exam shortcut:

If stock rises above strike: likely assigned; gain is capped.
If stock stays flat: premium improves return.
If stock falls: premium cushions loss only by the premium amount.

Protective put exam shortcut:

Put strike creates a minimum sale price.
Premium is insurance cost.
Higher put strike gives more protection but costs more.

Spread Strategy Reference

Strategy	Construction	Net premium	Market view	Max gain	Max loss	Break-even
Bull call spread	Buy lower-strike call, sell higher-strike call	Debit	Moderately bullish	Strike width - net debit	Net debit	Lower strike + net debit
Bear put spread	Buy higher-strike put, sell lower-strike put	Debit	Moderately bearish	Strike width - net debit	Net debit	Higher strike - net debit
Bull put spread	Sell higher-strike put, buy lower-strike put	Credit	Neutral to bullish	Net credit	Strike width - net credit	Short put strike - net credit
Bear call spread	Sell lower-strike call, buy higher-strike call	Credit	Neutral to bearish	Net credit	Strike width - net credit	Short call strike + net credit
Long calendar spread	Buy longer-term option, sell shorter-term option, same strike	Usually debit	Near-term neutral, longer-term view	Depends on volatility and time value	Net debit, generally	Not a simple expiry-only payoff unless dates align
Butterfly spread	Combination of bull and bear spreads, often same expiry	Debit or credit	Expects price near middle strike	Highest near middle strike	Defined	Depends on construction
Diagonal spread	Different strikes and expiries	Debit or credit	Directional plus time/volatility view	Scenario-dependent	Defined or limited depending on legs	More complex than vertical spread

Notes and examples

Spread shortcuts:

Debit spread: maximum loss is usually net debit.
Credit spread: maximum gain is net credit.
Vertical spread: same expiry, different strikes.
Calendar spread: same strike, different expiries.
Diagonal spread: different strike and different expiry.

Straddles, Strangles, and Volatility Trades

Strategy	Construction	View	Max gain	Max loss	Break-even points
Long straddle	Buy call and put, same strike and expiry	Big move either direction	Large upside; downside substantial if underlying falls far	Total premium paid	Strike + total premium; strike - total premium
Short straddle	Sell call and put, same strike and expiry	Little movement	Total premium received	Unlimited upside risk; large downside risk	Strike + total premium; strike - total premium
Long strangle	Buy OTM call and OTM put, same expiry	Big move, cheaper than straddle	Large upside; downside substantial if underlying falls far	Total premium paid	Call strike + total premium; put strike - total premium
Short strangle	Sell OTM call and OTM put, same expiry	Range-bound market	Total premium received	Unlimited upside risk; large downside risk	Call strike + total premium; put strike - total premium

Notes and examples

High-yield traps:

Long strangles are cheaper than long straddles but need a larger move to profit.
Short straddles and short strangles collect premium but can be unsuitable for clients who cannot tolerate large losses.
“Neutral” does not mean “low risk” when the strategy involves uncovered short options.

Synthetic Positions and Put-Call Parity

For European-style options with the same underlying, strike, and expiry, parity links calls, puts, stock, dividends, and financing.

\[ C_0 + PV(K) + PV(\text{expected dividends}) = P_0 + S_0 \]

Use parity to identify equivalent exposures:

Desired exposure	Approximate synthetic construction	Practical meaning
Long stock	Long call + short put, with financing adjustment	Bullish exposure similar to owning underlying
Short stock	Short call + long put, with financing adjustment	Bearish exposure similar to shorting underlying
Protective put	Long stock + long put	Similar economic protection to a call plus cash/financing element
Covered call	Long stock + short call	Similar risk profile to a secured short put, adjusted for financing
Fiduciary call concept	Long call + cash to buy at strike	Creates upside with funds reserved for exercise

Exam trap: synthetics require same underlying, strike, and expiry for clean comparisons.

Notes and examples

Put-Call Parity: Conceptual Review

For comparable European-style options with the same underlying, strike, and expiry, call and put prices are linked by an arbitrage relationship. With expected dividends, a common conceptual form is:

\[ C + PV(K) \approx P + S - PV(\text{expected dividends}) \]

Use put-call parity mainly to understand relationships:

A call, a put, the underlying, dividends, and the present value of the strike are economically connected.
A covered call and a cash-secured short put can have similar economic exposure under certain assumptions.
Early exercise features, dividends, transaction costs, taxes, and market frictions can affect exact relationships.

Futures and Forwards Cheat Sheet

Feature	Forward	Future
Trading venue	OTC/private agreement	Exchange-traded
Contract terms	Customized	Standardized
Counterparty risk	Direct counterparty exposure	Reduced by clearing structure, but not eliminated as operational/market risk
Margin	Negotiated collateral terms	Initial/maintenance margin and variation settlement
Settlement	Usually at maturity or agreed dates	Marked to market daily
Liquidity	Depends on counterparty and terms	Often more liquid, depending on contract
Closing position	Negotiate offset or unwind	Offset on exchange
Primary exam risk	Counterparty and liquidity	Leverage, margin calls, basis risk

Notes and examples

\[ \text{Contract value}=\text{futures price}\times\text{contract multiplier} \]\[ \text{Basis}=\text{cash price}-\text{futures price} \]

Hedge direction:

Exposure	Risk	Hedge
Owns asset or portfolio	Price decline	Short futures or buy puts
Will buy asset later	Price increase	Long futures or buy calls
Borrower worried rates rise	Higher interest cost	Pay-fixed swap or relevant rate hedge
Investor worried rates rise and bond prices fall	Bond portfolio loss	Short bond futures or other duration hedge
Exporter expecting foreign currency receipt	Foreign currency decline	Sell forward currency exposure
Importer needing foreign currency	Foreign currency increase	Buy forward currency exposure

\[ \text{Futures contracts for equity hedge}= \frac{\text{portfolio value}\times\beta}{\text{futures price}\times\text{contract multiplier}} \]

Adjust for hedge ratio, contract specifications, beta estimate, and practical rounding.

Swap Fundamentals

Swap type	Cash flows exchanged	User objective	Key risk
Interest rate swap	Fixed-rate payments for floating-rate payments	Convert fixed to floating or floating to fixed exposure	Counterparty, rate, valuation risk
Currency swap	Cash flows in different currencies, sometimes principal exchanges	Match foreign-currency assets/liabilities	FX, counterparty, settlement risk
Equity swap	Equity return for fixed/floating rate or other return	Gain or hedge equity exposure without direct ownership	Market, counterparty, collateral risk
Credit derivative/swap concept	Credit risk transfer	Hedge or assume credit exposure	Credit event definition, counterparty risk

Interest rate shortcut:

Position	Benefits if
Pay fixed, receive floating	Floating rates rise
Receive fixed, pay floating	Floating rates fall

Margin, Leverage, and Risk Control

Position type	Funding/risk concept
Long option	Premium paid upfront; maximum loss is premium plus transaction costs
Short option	Premium received; margin generally required; assignment risk exists
Covered call	Margin/risk may be lower than uncovered call, but stock downside remains
Naked call	Unlimited upside risk if underlying rises sharply
Short put	Large downside risk if underlying falls sharply
Futures long or short	Both sides face margin calls due to daily marking to market
Spread	Risk may be defined if all legs are in place and matched properly
Complex multi-leg strategy	Execution, liquidity, assignment, and legging risk matter

Notes and examples

Risk controls to recognize:

Use limit orders where liquidity and bid-ask spread matter.
Avoid legging into complex strategies without understanding interim exposure.
Reassess hedge effectiveness as delta, beta, price, time, and volatility change.
Understand that defined-risk strategies can still lose 100% of the debit paid.
Confirm contract specifications after corporate actions, index changes, or adjustments.

Account Approval, Suitability, and Client Communication

Licensing questions often test process and judgment, not just payoff math.

Topic	What to apply
Know-your-client	Objectives, risk tolerance, time horizon, financial circumstances, liquidity needs, knowledge, and experience
Know-your-product	Payoff, leverage, liquidity, margin, expiry, settlement, tax/accounting implications, and scenario risks
Account approval	Options trading generally requires appropriate approval before trading
Risk disclosure	Client must understand leverage, potential loss, assignment, expiry, and liquidity risks
Strategy level	Covered strategies are not the same risk class as uncovered writing
Documentation	Record rationale, approvals, and client instructions according to firm and regulatory requirements
Supervision	Higher-risk strategies generally require closer review
Unsolicited orders	Still require proper handling and may require suitability or appropriateness review depending on account and rules
Discretion	Do not exercise discretion unless the account and authorization permit it

Notes and examples

Suitability matrix:

Client profile	More likely to fit	Be cautious with
Conservative, capital preservation	Education, possibly protective hedges if already exposed	Naked options, speculative long options, leveraged futures
Income-oriented, moderate risk	Covered calls, secured put concepts, conservative spreads	Short straddles, naked calls, complex volatility trades
Growth-oriented, accepts risk	Long calls, bullish spreads, collars around stock positions	Overconcentration, short uncovered options
Hedger with existing exposure	Protective puts, collars, futures/forwards, index hedges	Hedges larger than exposure, basis mismatch
Aggressive/speculative	Long options, spreads, volatility trades if approved	Unlimited-risk short strategies without capacity and knowledge

Exam trap: A client can be approved for options and still receive an unsuitable recommendation.

Suitability and Client Communication

DFOL preparation should include both calculations and professional judgment. Options and derivatives are not suitable merely because the payoff diagram matches a market view.

Suitability Factors

Factor	Review question
Investment objective	Is the client seeking income, growth, protection, speculation, or hedging?
Risk tolerance	Can the client tolerate premium loss, margin calls, assignment, or large downside?
Time horizon	Does the expiry match the client’s expected holding period or risk period?
Financial capacity	Can the client absorb losses or meet obligations?
Knowledge and experience	Does the client understand options, leverage, expiry, and assignment?
Account approval	Is the strategy permitted for the client’s account and approval level?
Liquidity needs	Could the client need funds before strategy expiry?
Concentration	Does the strategy add too much exposure to one issuer, sector, index, or currency?

Communication Points to Explain Clearly

For any options recommendation, be ready to explain:

Strategy objective
Maximum gain
Maximum loss
Break-even
Premium paid or received
Margin or collateral requirements
Assignment and exercise risk
Expiry risk
Liquidity risk
Tax and account considerations
What must happen for the strategy to succeed
What could cause the strategy to fail

Suitability Red Flags

Red flag	Why it matters
Client wants “safe income” but strategy involves uncovered writing	Premium income is not risk-free.
Client cannot meet margin calls	Short options and futures can require additional funds.
Client has short time horizon but buys long-shot OTM options	High probability of full premium loss.
Client does not understand assignment	Short option positions can create unwanted purchases or sales.
Strategy depends on precise timing	Options lose time value.
Position is too large relative to portfolio	Leverage and concentration can dominate risk profile.
Client needs liquidity but contract is thinly traded	Exit may be costly or unavailable.

Tax and Accounting Logic to Keep Straight

Tax treatment depends on facts, account type, investor/trader characterization, and current rules. For exam purposes, follow the Canadian Securities Institute course facts and the question wording.

Event	Common exam-level logic
Option expires worthless	Holder has loss of premium; writer keeps premium
Option is closed before expiry	Gain/loss is based on difference between opening premium and closing premium
Call exercised by holder	Premium affects effective purchase cost of underlying
Put exercised by holder	Premium affects effective sale proceeds or disposition economics
Covered call assigned	Stock is sold at strike; premium affects total outcome
Protective put expires	Premium is cost of protection
Hedging transaction	Treatment may follow hedge purpose and documentation
Income vs capital account	Do not assume classification without facts

Do not give client-specific tax advice unless qualified and authorized. For suitability, recognize that tax consequences can affect net return and appropriateness.

Common Calculation Traps

Trap	Correct approach
Ignoring multiplier	Total premium = quoted premium times multiplier times contracts
Forgetting net premium	Use net debit or net credit for break-even and max loss/gain
Reversing call and put break-even	Call buyer breaks even above strike; put buyer below strike
Treating covered call as protected	Premium reduces loss only by premium amount
Calling short put “limited risk” because premium is received	Downside can be large if underlying collapses
Assuming all ITM options are profitable	Profit must include premium paid
Ignoring assignment	Short options can be assigned according to contract rules
Confusing long straddle with short straddle	Long wants volatility; short wants stability
Using current intrinsic value as total profit	Include time value if before expiry and premium paid/received
Forgetting basis risk	Hedge instrument may not move perfectly with exposure

Fast Payoff Workflow

Use this sequence on every options calculation:

Identify the legs. Long or short? Call or put? Strike? Premium? Number of contracts? Multiplier?
Determine directional view. Bullish, bearish, neutral, or volatility-based?
Calculate net premium. Debit paid or credit received.
Find expiry value. Use intrinsic value at expiry for each leg.
Apply long/short sign. Long receives option value; short pays option value.
Add/subtract premium. Debit reduces profit; credit increases profit.
Scale by multiplier and contracts.
Check maximum gain, maximum loss, and break-even.
Assess suitability. Does the risk match client profile and approval?

Rapid Strategy Formula Sheet

Strategy	Max gain	Max loss	Break-even
Long call	Unlimited	Premium	Strike + premium
Short call	Premium	Unlimited	Strike + premium
Long put	Strike - premium, if underlying goes to zero	Premium	Strike - premium
Short put	Premium	Strike - premium, if underlying goes to zero	Strike - premium
Covered call	Strike - stock cost + premium	Stock cost - premium, if stock goes to zero	Stock cost - premium
Protective put	Unlimited upside less premium	Stock cost - put strike + premium	Stock cost + premium
Bull call spread	Strike width - net debit	Net debit	Lower strike + net debit
Bear put spread	Strike width - net debit	Net debit	Higher strike - net debit
Bull put spread	Net credit	Strike width - net credit	Short put strike - net credit
Bear call spread	Net credit	Strike width - net credit	Short call strike + net credit
Long straddle	Large/unlimited upside; substantial downside gain possible	Total premium	Strike plus/minus total premium
Short straddle	Total premium	Unlimited upside; large downside	Strike plus/minus total premium

Final Review Checklist

Before exam day, make sure you can:

Explain rights and obligations for all four basic option positions.
Calculate max gain, max loss, and break-even for basic options, covered calls, protective puts, collars, vertical spreads, straddles, and strangles.
Identify whether a spread is debit or credit from its legs.
Use delta to estimate directional exposure and hedge size.
Distinguish intrinsic value, time value, historical volatility, and implied volatility.
Explain why long options lose time value and short options face assignment risk.
Compare forwards, futures, options, and swaps by standardization, margining, liquidity, and counterparty risk.
Select a reasonable hedge for stock, portfolio, currency, interest-rate, or future-purchase exposure.
Apply suitability logic to options recommendations, especially uncovered writing and complex strategies.
Read question facts carefully for contract multiplier, settlement type, exercise style, account approval, and client objective.

Notes and examples

Final Review Checklist

Before moving into mock exams, make sure you can answer these without notes:

What is the difference between a right and an obligation?
Which party pays premium and which party receives premium?
When is a call in the money?
When is a put in the money?
What is the maximum loss for a long call or long put?
Why can a short call have very large loss potential?
How do you calculate break-even for each basic option?
How do volatility and time affect option buyers and writers?
What is the difference between a debit spread and a credit spread?
How does a covered call change the risk/reward of owning stock?
How does a protective put change the risk/reward of owning stock?
Why is a collar not the same as unlimited protection with unlimited upside?
What is basis risk?
Why is margin not the same as maximum loss?
What client facts matter before recommending an options strategy?

High-Yield Topic Map

Topic	Must-know review point	Common exam trap
Derivative types	Forwards, futures, swaps, and options differ by obligation, settlement, standardization, and counterparty risk.	Treating all derivatives as “options.” Many are obligations, not rights.
Exchange-traded vs OTC	Exchange-traded contracts are standardized and cleared; OTC contracts are customized but add bilateral counterparty risk.	Assuming customization always reduces risk. It can reduce basis risk but increase credit/liquidity risk.
Calls and puts	A call gives the holder the right to buy; a put gives the holder the right to sell.	Confusing holder rights with writer obligations.
Long vs short options	Long option: pays premium, has rights. Short option: receives premium, has obligations.	Thinking premium received eliminates downside risk.
Moneyness	Call ITM when underlying is above strike; put ITM when underlying is below strike.	Thinking ITM automatically means profitable after premium and costs.
Option pricing	Premium reflects intrinsic value plus time value. Volatility generally increases both call and put premiums.	Forgetting time value can be lost even if direction is correct.
Strategies	Build strategies leg by leg and net the premiums.	Memorizing names without understanding payoff shape.
Hedging	Hedge effectiveness depends on matching underlying, amount, timing, and sensitivity.	Ignoring basis risk, delta, contract size, expiry mismatch, or liquidity.
Suitability	More complex and leveraged strategies require stronger suitability support and client understanding.	Recommending a strategy because payoff works mathematically while ignoring client capacity and objectives.

Derivatives Fundamentals

A derivative is a contract whose value is derived from an underlying asset, rate, index, currency, commodity, or other reference item.

Main Uses of Derivatives

Use	Meaning	Example
Hedging	Reducing an existing risk exposure	Buying puts to protect a stock position
Speculation	Taking risk to profit from a market view	Buying calls because bullish on a stock
Income generation	Collecting premium or spread income	Writing covered calls
Arbitrage	Seeking pricing discrepancies	Using related instruments when prices are inconsistent

Notes and examples

Core Derivative Types

Instrument	Right or obligation?	Typical structure	Key risks
Forward	Obligation for both parties	Customized OTC agreement to buy/sell later at agreed price	Counterparty risk, liquidity risk, basis risk
Future	Obligation for both parties	Standardized exchange-traded contract, marked to market	Leverage, margin calls, basis risk
Swap	Obligation to exchange cash flows	OTC agreement, often fixed vs floating or one exposure vs another	Counterparty risk, valuation risk, liquidity risk
Option	Holder has right; writer has obligation if exercised/assigned	Exchange-traded or OTC; buyer pays premium	Premium loss for buyer; potentially large risk for writer

Exchange-Traded vs OTC Derivatives

Feature	Exchange-traded	OTC
Contract terms	Standardized	Customized
Trading	Organized market	Negotiated bilaterally
Clearing	Typically centrally cleared	May involve direct counterparty exposure unless cleared/collateralized
Liquidity	Often better for active contracts	Can be limited
Flexibility	Lower	Higher
Operational focus	Contract specs, margin, settlement, assignment	Credit terms, collateral, documentation, valuation

Futures and Forwards: Cheat Sheet

Concept	Review point
Long position	Benefits if the underlying price rises. Has obligation to buy or receive economic exposure.
Short position	Benefits if the underlying price falls. Has obligation to sell or deliver economic exposure.
Mark-to-market	Futures gains and losses are settled periodically, often daily.
Margin	Performance collateral, not a down payment on the underlying.
Basis risk	The hedge instrument may not move perfectly with the exposure being hedged.
Cost of carry	Fair forward/futures value is influenced by spot price, financing, storage/carry costs, income, and convenience benefits.
Convergence	Futures and spot prices often move closer near expiry, but hedge outcomes still depend on contract terms and market conditions.

Fast distinction: Options give rights to holders. Futures and forwards create obligations for both sides.

Options Vocabulary You Must Know

Term	Meaning
Call option	Gives holder the right to buy the underlying at the strike price.
Put option	Gives holder the right to sell the underlying at the strike price.
Holder / buyer / long	Pays premium and receives the option right.
Writer / seller / short	Receives premium and accepts the obligation if assigned.
Strike / exercise price	Price at which the underlying may be bought or sold under the option contract.
Expiry / expiration	Date after which the option no longer exists.
Premium	Price paid by buyer and received by writer.
Intrinsic value	Value if exercised immediately; never negative.
Time value	Premium minus intrinsic value.
In the money	Option has intrinsic value.
At the money	Underlying price is near the strike.
Out of the money	Option has no intrinsic value.
Assignment	Writer is selected to fulfill the option obligation.
Exercise	Holder uses the option right.
Open interest	Number of outstanding contracts.
Volume	Number of contracts traded during a period.
Contract multiplier	Number of underlying units represented by one contract; verify contract specifications.

Moneyness

Position	In the money	At the money	Out of the money
Call	Underlying price > strike	Underlying price ≈ strike	Underlying price < strike
Put	Underlying price < strike	Underlying price ≈ strike	Underlying price > strike

Intrinsic Value and Time Value

Where:

\(S\) = current underlying price
\(K\) = strike price

High-yield points:

Intrinsic value cannot be negative.
Out-of-the-money options have no intrinsic value, only time value.
At expiry, time value is normally gone; the option’s remaining value is based on intrinsic value.
An option can be in the money but still produce a net loss if the intrinsic value does not exceed the premium and costs paid.

Single-Option Payoff Review

Assume one option on one unit of the underlying before contract multiplier and transaction costs.

Position	Market view	Maximum gain	Maximum loss	Break-even at expiry
Long call	Bullish	Large / theoretically unlimited as underlying rises	Premium paid	Strike + premium
Short call	Neutral to bearish	Premium received	Large / theoretically unlimited as underlying rises	Strike + premium
Long put	Bearish or protective	Large, limited by underlying falling toward zero	Premium paid	Strike - premium
Short put	Neutral to bullish	Premium received	Large, limited by underlying falling toward zero	Strike - premium

Notes and examples

Rights and Obligations

Position	Has right or obligation?	If exercised or assigned
Long call	Right to buy	Holder may buy at strike.
Short call	Obligation to sell	Writer may have to sell at strike.
Long put	Right to sell	Holder may sell at strike.
Short put	Obligation to buy	Writer may have to buy at strike.

Premium Calculation

Option quotes are usually stated per underlying unit. Total premium depends on contract size.

Plain formula:

Total premium = quoted premium × contract multiplier × number of contracts
Add commissions, fees, and taxes where relevant to net profit/loss.

Common trap: if a call is quoted at 2.50 and the contract multiplier is 100, one contract costs 250 before costs, not 2.50.

Core Option Strategies

Directional and Protective Strategies

Strategy	Construction	Best suited for	Maximum gain	Maximum loss	Break-even
Long call	Buy call	Bullish, limited upfront risk	Large / theoretically unlimited	Premium paid	Strike + premium
Long put	Buy put	Bearish or hedge	Large if underlying falls	Premium paid	Strike - premium
Covered call	Own underlying + sell call	Neutral to modestly bullish income	Capped above strike	Downside remains, reduced by premium	Stock cost - premium
Protective put	Own underlying + buy put	Downside protection	Upside retained less premium	Stock cost - strike + premium	Stock cost + premium
Collar	Own underlying + buy put + sell call	Protect downside and reduce hedge cost	Capped above call strike	Limited below put strike, adjusted for net premium	Depends on net premium
Cash-secured put	Sell put while holding cash to buy underlying	Neutral to bullish, willing to buy	Premium received	Strike - premium if underlying falls to zero	Strike - premium

Notes and examples

Covered Call

A covered call combines a long underlying position with a short call.

Best interpretation:

Generates premium income.
Reduces break-even by the premium received.
Caps upside if the underlying rises above the strike.
Does not protect against major downside beyond the premium cushion.

Common trap: covered does not mean risk-free. The stock can still decline substantially.

Protective Put

A protective put combines a long underlying position with a long put.

Acts like insurance.
Preserves upside participation.
Sets a floor value near the put strike.
Raises the break-even because the investor paid premium.

Common trap: buying protection can be suitable even if it reduces expected return, but the cost must match the client’s objective and risk tolerance.

Collar

A collar combines:

Long underlying
Long protective put
Short covered call
Put provides downside protection.
Call premium helps finance the put.
Upside is capped.
Often suitable when a client wants protection but is willing to give up some upside.

Vertical Spreads

A vertical spread uses options of the same type and expiry but different strikes.

Strategy	Construction	Net premium	Market view	Maximum gain	Maximum loss	Break-even
Bull call spread	Buy lower-strike call, sell higher-strike call	Debit	Moderately bullish	Strike width - net debit	Net debit	Lower strike + net debit
Bear put spread	Buy higher-strike put, sell lower-strike put	Debit	Moderately bearish	Strike width - net debit	Net debit	Higher strike - net debit
Bull put spread	Sell higher-strike put, buy lower-strike put	Credit	Neutral to bullish	Net credit	Strike width - net credit	Short put strike - net credit
Bear call spread	Sell lower-strike call, buy higher-strike call	Credit	Neutral to bearish	Net credit	Strike width - net credit	Short call strike + net credit

Notes and examples

Spread Decision Rules

Debit spread: you pay to enter; maximum loss is usually the debit.
Credit spread: you receive premium; maximum gain is usually the credit.
Bull spread: benefits if underlying rises.
Bear spread: benefits if underlying falls.
Wider strikes generally increase both potential reward and risk.
Always subtract the net premium from the spread width to find the opposite side of the payoff.

Volatility Strategies

Strategy	Construction	View	Maximum gain	Maximum loss	Break-even
Long straddle	Buy call and put, same strike and expiry	Big move, direction uncertain	Large if large move	Total premium paid	Strike plus/minus total premium
Short straddle	Sell call and put, same strike and expiry	Low volatility / range-bound	Total premium received	Large / potentially unlimited	Strike plus/minus total premium
Long strangle	Buy OTM call and OTM put, same expiry	Big move, direction uncertain	Large if large move	Total premium paid	Put strike - premium; call strike + premium
Short strangle	Sell OTM call and OTM put, same expiry	Low volatility / range-bound	Total premium received	Large / potentially unlimited	Put strike - premium; call strike + premium

Notes and examples

Straddle vs Strangle

Feature	Straddle	Strangle
Strikes	Same strike	Different strikes
Initial cost for long position	Usually higher	Usually lower
Required move to profit	Smaller than comparable strangle	Larger than comparable straddle
Risk for short position	High	High, though premium and risk profile differ

Common trap: short straddles and short strangles may have attractive premium income but can be unsuitable for clients who cannot tolerate large or rapidly changing losses.

Calendar and Time Spreads

A calendar spread usually involves options with the same strike but different expiries.

Concept	Review point
Typical construction	Buy longer-dated option and sell shorter-dated option.
Main exposure	Time decay, volatility, and movement around the strike.
Potential benefit	Short option may decay faster than long option.
Key risks	Large underlying move, volatility changes, assignment risk on short leg, liquidity.

Do not treat calendar spreads as simple directional trades. They are sensitive to time and volatility assumptions.

Strategy Selection by Client Objective

Client objective or market view	Strategy candidates	Key suitability questions
Bullish, wants limited upfront risk	Long call, bull call spread	Can client lose the full premium? Is the expiry realistic?
Bullish, willing to buy underlying lower	Cash-secured put, bull put spread	Can client buy/hold the underlying if assigned?
Moderately bullish, owns stock, wants income	Covered call	Is client willing to cap upside and retain downside stock risk?
Bearish, wants limited risk	Long put, bear put spread	Is premium cost acceptable? Is timing realistic?
Owns stock, fears downside	Protective put, collar	Is protection cost acceptable? Is upside cap acceptable?
Expects large move, unsure direction	Long straddle or strangle	Does expected move exceed total premium and costs?
Expects little movement	Covered call, credit spreads, short straddle/strangle	Can client tolerate assignment, margin, and large loss risk?
Wants portfolio hedge	Index options, protective puts, other hedges	How close is hedge to actual portfolio exposure?

Hedging With Options

Option hedging is not just “buy puts.” Good hedging considers:

Underlying match
Position size
Contract multiplier
Delta sensitivity
Expiry date
Strike selection
Liquidity and bid-ask spread
Transaction costs
Tax and account constraints
Basis risk

Notes and examples

Basic Contract Count

If one contract represents a fixed number of underlying units, a rough contract count can be based on contract size. For a delta-adjusted hedge:

\[ \text{Contracts} \approx \frac{\text{shares or units to hedge}}{\text{contract multiplier} \times |\Delta|} \]

Use this as a practical approximation, not a guarantee. Delta changes as the underlying price, time, and volatility change.

Hedge Quality Checklist

Question	Why it matters
Is the hedge instrument based on the same underlying?	Reduces basis risk.
Does the expiry match the risk period?	Protection may expire too early.
Is the strike appropriate?	Determines deductible-like exposure and cost.
Is the position size correct?	Under-hedging leaves risk; over-hedging creates speculation.
Is liquidity adequate?	Wide spreads can make entry/exit expensive.
Can the client tolerate premium cost or margin calls?	Suitability depends on financial capacity.

Settlement, Exercise, and Assignment

Topic	Review point
Exercise style	American-style options may be exercisable before expiry; European-style options only at expiry. Verify product specifications.
Physical settlement	Underlying is delivered or received. Common for many equity-style options, subject to contract specs.
Cash settlement	Cash amount is paid instead of delivering the underlying. Common for many index-style products, subject to contract specs.
Assignment	Short option writers can be assigned according to clearing and product rules.
Early assignment risk	Relevant for short options, especially when an option is in the money and economic incentives support exercise.
Corporate actions	Splits, mergers, special dividends, and similar events may adjust contract terms.
Expiry risk	Options near expiry can change value quickly; small underlying moves can affect exercise/assignment outcomes.

Common trap: a trader who is short an option does not control exercise. The holder controls exercise; the writer faces assignment risk.

Margin, Leverage, and Liquidity

Margin Principles

Position type	Margin / cash concept
Long option	Buyer pays premium; maximum loss is generally premium paid plus costs.
Covered call	Short call is covered by underlying position, but underlying downside remains.
Cash-secured put	Cash supports potential purchase obligation if assigned.
Uncovered short call	High-risk position; potential loss can be very large.
Uncovered short put	High-risk position; loss can be large if underlying falls sharply.
Spreads	Risk may be limited by offsetting legs, but assignment and execution risk remain.
Futures	Margin is performance collateral; losses can exceed initial margin.

Notes and examples

Leverage Traps

A small premium can control a large underlying exposure.
Percentage gains and losses can be magnified.
Options can expire worthless.
Futures and short options can create losses requiring additional funds.
Margin calls can force action at unfavorable times.
Liquidity can disappear when volatility rises.

Liquidity Review

Liquidity indicator	What it tells you	Trap
Bid-ask spread	Immediate transaction cost	A profitable theoretical trade may be poor after spread.
Volume	Recent trading activity	High volume today does not guarantee future liquidity.
Open interest	Outstanding contracts	Open interest is not the same as trading volume.
Depth	Available size at quoted prices	Large orders may move the market.

Tax and Account Considerations: Quick Caution

Tax and account treatment can affect whether a strategy is appropriate. For review purposes, remember:

Option premiums, exercises, assignments, lapses, and closing transactions can have different tax consequences.
Treatment may depend on facts such as purpose, frequency, hedging vs speculation, and investor circumstances.
Registered or restricted accounts may limit permitted strategies.
Do not assume the same tax result for every client or account.
When a question gives specific tax or account facts, use those facts rather than general assumptions.

Common Calculation Templates

Long Call Example Logic

If strike = 50 and premium = 3:

Item	Result
Break-even	53
Maximum loss	3 per underlying unit
Profit at 60	60 - 50 - 3 = 7
Outcome if expires at 48	Option expires worthless; loss = 3

Notes and examples

Long Put Example Logic

If strike = 50 and premium = 2:

Item	Result
Break-even	48
Maximum loss	2 per underlying unit
Profit at 40	50 - 40 - 2 = 8
Outcome if expires at 55	Option expires worthless; loss = 2

Bull Call Spread Example Logic

Buy 50 call for 4; sell 55 call for 1.

Item	Result
Net debit	3
Strike width	5
Maximum gain	5 - 3 = 2
Maximum loss	3
Break-even	50 + 3 = 53

Bear Put Spread Example Logic

Buy 60 put for 5; sell 55 put for 2.

Item	Result
Net debit	3
Strike width	5
Maximum gain	5 - 3 = 2
Maximum loss	3
Break-even	60 - 3 = 57

Credit Spread Example Logic

For a credit spread:

Maximum gain = net credit
Maximum loss = strike width - net credit
Break-even depends on the short strike:
- Short call credit spread: short call strike + net credit
- Short put credit spread: short put strike - net credit

Common DFOL Mistakes to Avoid

Mistake	Correct thinking
Confusing buying calls with writing calls	Buyer has right; writer has obligation.
Confusing buying puts with writing puts	Long put is bearish/protective; short put is bullish/neutral with purchase obligation.
Treating premium received as free income	It compensates the writer for taking risk.
Ignoring the premium in profit calculations	Break-even must include premium and costs.
Saying “ITM means profit”	Profit depends on premium paid/received and total costs.
Forgetting contract multiplier	Quote price is not always total dollar cost.
Ignoring time decay	Long options can lose even if the underlying moves slowly in the right direction.
Assuming volatility only matters to speculators	Volatility affects hedgers, writers, spreads, and strategy selection.
Calling covered calls conservative without context	Downside stock risk remains.
Treating collars as free protection	The call premium finances protection by sacrificing upside.
Ignoring assignment risk	Short options can create unwanted underlying positions.
Treating delta as constant	Delta changes with price, time, and volatility.
Ignoring liquidity	Bid-ask spreads and thin markets affect real outcomes.
Ignoring suitability	A mathematically valid trade can still be unsuitable.

Rapid Strategy Identification Drill

Use this table to test yourself before doing question-bank practice.

If the question says…	Think first of…	But check…
“Investor owns shares and wants income”	Covered call	Willingness to cap upside
“Investor owns shares and fears decline”	Protective put	Premium cost and expiry
“Investor wants protection but lower cost”	Collar	Upside cap from short call
“Investor is bullish with limited risk”	Long call or bull call spread	Premium loss and timing
“Investor is moderately bullish and wants premium”	Bull put spread or cash-secured put	Assignment and capacity to buy
“Investor is bearish with limited risk”	Long put or bear put spread	Premium cost and break-even
“Investor expects a large move but unsure direction”	Long straddle or strangle	Required move vs total premium
“Investor expects low volatility”	Covered call, credit spread, short straddle/strangle	Large loss and margin risk
“Investor needs to hedge a portfolio”	Protective puts or index-based hedge	Basis risk and hedge ratio

Put the review into practice

Finance Prep

Start DFOL \u2014 CSI Derivatives Fundamentals and Options Licensing Course on Web

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Current alignment Aligned to the relevant syllabus, exam elements, competency areas, and topic weights where they are available.

Practice modes Use topic drills, timed mocks, scenario questions, and focused review before deeper mixed practice.

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Stable bank Questions are prebuilt and reviewed before publication, so practice is stable and inspectable, not improvised during a quiz.

Study Plan

DFOL — CSI Derivatives Fundamentals and Options Licensing Course Cheat Sheet

What DFOL Candidates Should Be Able to Do Quickly

High-Yield Exam Map

Derivatives Product Selection Matrix

Core Option Vocabulary

Moneyness and Intrinsic Value

Basic Option Position Reference

Option Pricing Drivers

Option Pricing Drivers

High-Yield Volatility Rules

Greeks Cheat Sheet

Greeks: Fast Review

Greek Position Logic

Exercise, Assignment, and Closing Transactions

Early Exercise Logic

Strategy Decision Matrix

Covered and Protective Strategies

Spread Strategy Reference

Straddles, Strangles, and Volatility Trades

Synthetic Positions and Put-Call Parity

Put-Call Parity: Conceptual Review

Futures and Forwards Cheat Sheet

Swap Fundamentals

Margin, Leverage, and Risk Control

Account Approval, Suitability, and Client Communication

Suitability and Client Communication

Suitability Factors

Communication Points to Explain Clearly

Suitability Red Flags

Tax and Accounting Logic to Keep Straight

Common Calculation Traps

Fast Payoff Workflow

Rapid Strategy Formula Sheet

Final Review Checklist

Final Review Checklist

High-Yield Topic Map

Derivatives Fundamentals

Main Uses of Derivatives

Core Derivative Types

Exchange-Traded vs OTC Derivatives

Futures and Forwards: Cheat Sheet

Options Vocabulary You Must Know

Moneyness

Intrinsic Value and Time Value

Single-Option Payoff Review

Rights and Obligations

Premium Calculation

Core Option Strategies

Directional and Protective Strategies

Covered Call

Protective Put

Collar

Vertical Spreads

Spread Decision Rules

Volatility Strategies

Straddle vs Strangle

Calendar and Time Spreads

Strategy Selection by Client Objective

Hedging With Options

Basic Contract Count

Hedge Quality Checklist

Settlement, Exercise, and Assignment

Margin, Leverage, and Liquidity

Margin Principles

Leverage Traps

Liquidity Review

Tax and Account Considerations: Quick Caution

Common Calculation Templates

Long Call Example Logic

Long Put Example Logic

Bull Call Spread Example Logic

Bear Put Spread Example Logic

Credit Spread Example Logic

Common DFOL Mistakes to Avoid

Rapid Strategy Identification Drill

Put the review into practice

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