ABC stock is currently selling for a price per share of $50. It
has announced (not yet paid though) its annual cash dividend of $2
per share. To short the stock, the broker charges the client a fee
(stock borrow) of 1% p.a, charged at the time the position is
covered. The broker IMR is 50% and MMR is 30% for short
sales.
Client A sells short 100 shares of ABC stock at $50. A month later, right after the company paid the dividend, the stock makes a new high of $65 per share. To restore a 30% margin, how much cash would client A have to inject into the account (note: no stock borrow fee has been paid)?
Question 35 options:
$700 |
|
$950 |
|
$1,350 |
|
$1,150 |
Solution :-
The Initial margin at the time of taking short position = 50$ * 100 shares* 50% = 2500$
Net balance = $2700
The new price of share = $65
Notional loss = (65-50)*100 = 1500
The notional balance = 2700 - 1500 = 1200
The maintenance margin is 30% = 50$ * 100 shares * 30% = 1500
Now the balance is below the maintenance margin so now need to maintain a balance upto initial margin
initial margin = 50$ * 100 shares * 50% = 2500
Therefore amount needed to add = 2500 - 1200 = 1300
The brokerage cost = 50*100 * 1% = 50
Therefore total cash client A would add = 1300+50 = 1350
Answer is (c)
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