Entry, Exit & Trade Management
Level 2 Examination (Recall & Standard Problems)
Time Limit: 30 minutes
Total Marks: 40
Instructions: Answer all questions. Show working for numerical problems. Use for calculations where needed.
Q1. Define a "trading setup" and state two essential rules that must be specified in a clearly-defined setup. (3 marks)
Q2. Distinguish between an entry signal and its confirmation. Give one example of a confirmation tool. (3 marks)
Q3. A trader buys a stock at \100$96$. Using the structure-based stop method, state the stop-loss price and the risk per share. (3 marks)
Q4. The 14-period ATR of a stock is \2.50$150$ and uses a 2×ATR stop. Calculate the stop-loss price and the risk per share. (4 marks)
Q5. Define risk-reward ratio (RRR). A trade has a risk of \5$151{:}2$ requirement? Justify. (4 marks)
Q6. Explain the meaning of an R-multiple. If your initial risk (1R) is \200$600$, express the result in R-multiples. (4 marks)
Q7. A system produces the following results over 10 trades (in R): . Calculate the expectancy (average R per trade). (5 marks)
Q8. Define break-even stop management and explain the main benefit and one drawback of moving a stop to break-even. (4 marks)
Q9. Distinguish between scaling in and scaling out of a position. Give one reason a trader might scale out. (4 marks)
Q10. State the trading principle "cut losers quickly, let winners run." Briefly explain how a trailing stop helps implement the second half of this principle. (6 marks)
End of Paper
Answer keyMark scheme & solutions
Q1. (3 marks)
- A trading setup is a predefined set of market conditions/criteria that, when met, signal a potential trade opportunity. (1)
- Two essential rules (any two, 1 mark each): entry condition/trigger; stop-loss placement rule; target/exit rule; position-size/risk rule; market/timeframe context. (2)
Q2. (3 marks)
- Entry signal: the primary event that flags a trade (e.g., price breaking a resistance level). (1)
- Confirmation: a secondary condition validating the signal to reduce false entries (e.g., breakout occurring on rising volume, or a candle close beyond the level). (1)
- Example confirmation tool: volume, a moving-average crossover, RSI, or candle-close confirmation. (1)
Q3. (3 marks)
- Structure stop placed just below/at the swing low = \96$. (1)
- Risk per share = 100 - 96 = \4$. (2)
Q4. (4 marks)
- Stop distance = 2 \times \text{ATR} = 2 \times 2.50 = \5.00$. (2)
- Stop-loss price = 150 - 5 = \145$. (1)
- Risk per share = \5.00$. (1)
Q5. (4 marks)
- RRR = potential reward divided by risk (money at stake) on a trade. (1)
- , i.e. . (2)
- Since , it meets the minimum requirement. (1)
Q6. (4 marks)
- An R-multiple expresses the outcome of a trade as a multiple of the initial risk (1R). (2)
- . (2)
Q7. (5 marks)
- Sum of R . (3)
- Expectancy per trade. (2)
- (Positive expectancy → profitable system over time.)
Q8. (4 marks)
- Break-even stop: moving the stop-loss to the entry (break-even) price once the trade has moved sufficiently in profit. (2)
- Benefit: removes downside risk / protects capital — a "risk-free" trade. (1)
- Drawback: normal price noise/pullbacks can stop you out prematurely before the trade resumes. (1)
Q9. (4 marks)
- Scaling in: adding to a position in increments as it develops/confirms rather than entering full size at once. (1.5)
- Scaling out: exiting a position in parts, booking partial profits at successive targets. (1.5)
- Reason to scale out: lock in profit while leaving a runner to capture larger moves / reduce risk. (1)
Q10. (6 marks)
- Principle: exit losing trades fast to keep losses small, and stay in winning trades to maximize gains. (2)
- Managing winners: don't cut them short at the first profit. (1)
- A trailing stop follows price as it moves favorably, ratcheting the stop up (long) to lock in gains while keeping the trade open so long as trend continues; it only exits when price reverses by the trail amount — letting winners run. (3)
[
{"claim": "Q4 stop distance and price: 2xATR=5, stop=145", "code": "atr=2.5; dist=2*atr; stop=150-dist; result = (dist==5.0 and stop==145.0)"},
{"claim": "Q5 RRR = 3 meets 1:2 minimum", "code": "rrr=15/5; result = (rrr==3 and rrr>=2)"},
{"claim": "Q6 R-multiple = 3R", "code": "rm=600/200; result = (rm==3)"},
{"claim": "Q7 expectancy = 0.5R", "code": "rs=[2,-1,3,-1,-1,2,-1,4,-1,-1]; exp=sum(rs)/len(rs); result = (sum(rs)==5 and exp==0.5)"}
]