Solution: | ||||||
Answer is C. $71.43 | ||||||
Working Notes: | ||||||
Initial margin = 50% | ||||||
Maintenance margin = 30% | ||||||
Bought share value = Number of shares x Buying share price | ||||||
Bought share value = 100 shares x $100 per share | ||||||
Bought share value = $10,000 | ||||||
Bought with initial margin 50% | ||||||
Means only paid = 50% x share value | ||||||
Means only paid = 50% x $10,000 | ||||||
Means only paid = $5,000 | ||||||
Initial margin =$5,000 | ||||||
So initial margin 5,000 means Equity 5000 and borrowed is 5000 | ||||||
But maintenance margin is 30% , so margin call will received only when it price fall below bought price such that its initial margin is 30% or below from present 50% initial margin paid | ||||||
Let P the price at which the stock price fall before which we will receive a margin call. | ||||||
So | ||||||
Maintenance margin = (no of shares x P - Borrowed )/(no of shares x P) | ||||||
30% = (100 x P - 5000 )/(100 x P) | ||||||
0.30 = (100 P - 5000)/100 P | ||||||
30 P = 100 P - 5000 | ||||||
5000 = 100 P - 30 P | ||||||
5000 = 70 P | ||||||
P=5000/70 | ||||||
P=$71.42857 | ||||||
P=$71.43 | ||||||
Hence when price reach below $71.43 we will receive margin call as earlier margin paid will fall below 30% so margin will be called , so below $71.43 is the price before we will receive a margin call. | ||||||
Please feel free to ask if anything about above solution in comment section of the question. |
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