Income Strategies Flashcards
Covered call writing is an appropriate strategy in a:
A. declining market
B. rising market
C. stable market
D. fluctuating market
The best answer is C.
A covered call writer owns the underlying stock position. The customer sells the call contract to generate extra income from the stock during periods when the market is expected to be stable.
If the customer expects the market to rise, he or she would not write the call against the stock position because the stock will be “called away” in a rising market.
If the customer expects the market to fall, he or she would sell the stock or buy a put as a hedge.
A customer buys 200 shares of ABC at $68 and sells 2 ABC 70 Calls @ $3. The market rises to $80 and the calls are exercised. The customer has a:
A. $300 gain
B. $600 gain
C. $1,000 gain
D. $2,000 gain
The best answer is C.
If the calls are exercised, the stock (which cost $68 per share) must be sold at the $70 strike price for a $2 gain x 200 shares = $400. The customer also received $300 per contract for selling the calls, for a total of $600 in premiums received. Therefore, the total gain is $400 + $600 = $1,000.
A customer buys 200 shares of GE at $72 and sells 2 GE 70 Calls @ $6. The market rises to $80 and the calls are exercised. The customer has a(n):
A. $400 gain
B. $800 gain
C. $1,200 gain
D. $2,800 gain
The best answer is B.
If the calls are exercised, the stock (which cost $72 per share) must be sold at the $70 strike price for a $200 loss per contract. Since $600 was collected in premiums per contract, the net gain per contract is $400. The gain for 2 contracts = $800.
On the same day in a cash account, a customer buys 100 shares of PDQ stock at $49 and sells 1 PDQ Jan 50 Call @ $2. The stock rises to $60 and the call is exercised. The customer has a(n):
A. $200 profit
B. $300 profit
C. $1,100 loss
D. $1,300 loss
The best answer is B.
The writer receives $2 per share for selling the call. If the short call is exercised, the stock which was purchased at $49 must be delivered for the $50 strike price, for a $1 gain per share. The total gain is $3 per share or $300. If the stock continues to rise, $300 remains the maximum potential gain because the call will be exercised, forcing delivery of the stock at $50 per share.
A customer buys 100 shares of ABC stock at $49 and sells 1 ABC Jan 50 Call @ $4. The market rises to $55 and the call is exercised. The customer has a:
A. $100 profit
B. $400 profit
C. $500 profit
D. $900 profit
The best answer is C.
If the market rises to $55, the short call is “in the money” and is exercised. The stock which was bought for $49 must be delivered for $50 per share (short call strike price) for a $100 profit. The writer also earns the $4 ($400) premium collected. The total gain is $500.
A customer buys 100 shares of ABC stock which is trading at $55. Subsequently, the market moves to $60. The customer thinks the market will remain at $60 in the following months, so he sells 1 ABC Sept 60 Call @ $3. ABC then goes to $58 and the customer’s call contract expires and the customer decides to liquidate his stock position at the current market price. The customer has a:
A. $300 loss
B. $300 gain
C. $600 loss
D. $600 gain
The best answer is D.
The customer bought the stock at $55 and sells it at $58 for a $3 gain. However, he also sold the call at $3. The aggregate gain on both transactions is +$3 + $3 = $600 gain.
A customer buys 100 shares of ABC stock which is now trading at $63. A month later the market goes to $65. The customer thinks the market will remain near $65 in the following months, so he decides to sell 1 ABC Sept 65 Call @ $3. ABC then goes to $60 and the customer’s call contract expires and the customer decides to liquidate his stock position at the current market price. The customer has:
A. no gain or loss
B. a $300 gain
C. a $300 loss
D. a $500 loss
The best answer is A.
The customer bought the stock at $63 and sells it at $60 for a $3 loss. However, he also sold the call at $3, collecting this amount in premiums. Thus, there is no net gain or loss on the transactions.
A customer buys 100 shares of ABC stock which is trading at $65. The customer thinks the market will remain at $65 in the following months, so he decides to sell 1 ABC Sept 65 Call @ $3. ABC then goes to $60 and the customer’s call contract expires and the customer decides to liquidate his stock position at the current market price. The customer has a:
A. $200 loss
B. $300 gain
C. $500 loss
D. $500 gain
The best answer is A.
The customer bought the stock at $65 and sells it at $60 for a $5 loss. However, the customer collected $3 in premiums for selling the call. The net loss is $2 or $200 on 100 shares.
A customer buys 100 shares of ABC stock at $49 and sells 1 ABC Jan 50 Call @ $4. The breakeven point is:
A. $45
B. $46
C. $53
D. $54
The best answer is A.
The customer paid $49 for the stock and received a $4 premium from the sale of the call, for a net cost of $45. To breakeven, the stock must be sold for this amount.
To summarize, the formula for breakeven for a long stock / short call position is:
Long Stock/Short Call B/E = Stock Cost - Premium
A customer buys 200 shares of GE at $72 and sells 2 GE Feb 70 Calls @ $6. The breakeven point is:
A. $58
B. $60
C. $64
D. $66
The best answer is D.
The customer paid $72 per share for the stock and collected $6 per share in premiums for selling the call, resulting in a net cost of $66 per share. To breakeven, the stock must be sold for that amount. Note that breakeven is always computed on a per share basis - the fact that there are 2 contracts has no effect on the computation.
To summarize, the formula for breakeven for a long stock / short call position is:
Long Stock/Short Call B/E = Stock Cost - Premium
On the same day in a cash account, a customer buys 100 shares of PDQ stock at $49 and sells 1 PDQ Jan 50 Call @ $2. The breakeven point is:
A. $47
B. $48
C. $51
D. $52
The best answer is A.
The customer sold the call for a $2 premium per share and bought the stock for $49 per share, for a net outlay of $47 per share. If the stock is liquidated for this price, the customer breaks even. To summarize, the formula for breakeven for a long stock / short call position is:
Long Stock/Short Call Breakeven = Stock Cost - Premium
A customer buys 100 shares of ABC stock at $39 and sells 1 ABC Jan 45 Call @ $2 on the same day in a cash account. The customer’s maximum potential gain until the option expires is:
A. $200
B. $300
C. $700
D. $800
The best answer is D.
If the market rises above $45 the short call will be exercised. The customer must deliver the stock that he bought at $39 for the $45 strike price, resulting in a $600 gain. Since $200 was collected in premiums as well, the total gain is $800. This is the maximum potential gain while both positions are in place.
A customer buys 200 shares of ABC at $68 and sells 2 ABC Jan 70 Calls @ $3. The maximum potential gain is:
A. $500
B. $1,000
C. $6,800
D. unlimited
The best answer is B.
If the market rises, the calls are exercised. The stock (which cost $68) must be delivered at $70 for a gain of $2 per share. Since $3 was collected in premiums for selling each call, the net gain, if exercised, is 5 points or $500 per contract x 2 contracts = $1,000.
A customer buys 100 shares of ABC stock at $40 and sells 1 ABC Jan 45 Call @ $2 on the same day in a cash account. The customer’s maximum potential gain until the option expires is:
A. $200
B. $500
C. $700
D. unlimited
The best answer is C.
If the market rises above $45 the short call will be exercised. The customer must deliver the stock that he bought at $40 for the $45 strike price, resulting in a $500 gain. Since $200 was collected in premiums, the total gain is $700. This is the maximum potential gain while both positions are in place.
A customer buys 100 shares of ABC stock at $39 and sells 1 ABC Jan 45 Call @ $2 on the same day in a cash account. The customer’s maximum potential loss is:
A. $200
B. $3,700
C. $4,000
D. unlimited
The best answer is B.
If the stock drops, the call expires “out the money.” As the stock keeps dropping, the customer loses more and more on the stock position. Because the customer effectively paid $3,700 ($39 price - $2 premium collected) for the stock, this is the maximum potential loss.