IMR$=50\%,MMR=30\%$ Shares $=1,000$ Stock Price $=252\mathrm{.}94$

How much money did you have to have in your account before you shorted the stock?

$=252\mathrm{.}94\mathrm{.}501,000=126,470\mathrm{.}00$

Suppose the stock price dropped $20\%$ from the price at which you shorted it$.$ What was the price?

$=126,470\mathrm{.}20=25,294=126,470-25,294=101,176\mathrm{.}00$

You closed out the short at the price in Problem $2.$ What was your net cash inflow?

$=126,470\mathrm{.}00-101,176\mathrm{.}00=25,294\mathrm{.}00$

What was your return?

$5\mathrm{.}00039538$

If you didn't close out the short, how high could the price go before you got a margin call?

If the price increased $20\%$ from the highest it could go without a margin call, what was the new price?

What was your actual margin?

What was the amount of your margin call?

Suppose you couldn't meet the margin call. What is the maximum market value you could have?

What was the necessary reduction?

How many shares did your broker buy?

What was the actual reduction?

What was the value of your total assets after the reduction?

What was the value of your loan after the reduction?

Please let me know if im in the right tracj and the answers for the next ones with formulas