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. What is the level of equity in client A's account (note: no stock borrow fee has been paid)?
Question 34 options:
$1,000 |
|
$1,200 |
|
$800 |
|
$1,500 |
Hello
Your required answer is Option D : $1,500
Initial Margin Requirements = 50% an Maintenance Margin Requirements = 30%
Short Sell Amount = 100 shares * $50 per share = $5,000
Hence, initial equity in A's account = $2,500
And Minimum Equity Requirement = $5000 * 30% = $1,500
Now, loss on trade = [($65 + $2) - $50] * 100 = $1,700
Hence, as the equity in the account will fall below MMR, a margin call will occur and in that case, A have to deposit Fresh equity in his account.
Hence, equity before deposit = $2,500 - $1,700 = $800
Equity after deposit = $1,500
Because client is required to maintain a minimum of MMR all the time.
I hope this solves your query.
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