In: Finance
An investor with an initial equity of $15,000 sees a good investment opportunity to purchase stocks of Walmart (WMT) buying with 50% on margin from his broker. If the stock is currently trading at $100:
How many stocks he will be able to purchase?
Own Equity = $15000
Borrowed Funds = Own Funds * (1 - Initial Margin) / initial Margin = $15000 * 0.50 / 0.50 = $15000
# of Stocks that can be purchased = (Own Equity + Borrowed Funds) / Share price
# of Stocks that can be purchased = 30000 / 100
# of Stocks that can be purchased = 300 Shares
If the broker Maintenance Margin Required is 30%, at which stock price of WMT the investors would receive a margin call? Show formula and calculation.
(Shares * Margin Call price - Borrowed Funds) / (shares * Margin call price) = maintenance margin
(300 * Margin Call price - 15000) / (300 * Margin call price) = 30%
300 * Margin Call price - 15000 = 90 * margin call price
Margin Call Price = 15000 / 210 = $71.43
What would be the return on this investment 1 year later, if the WMT price increases to $112? And, if stock price is $92? Consider an annual borrowing interest rate of 4%. Show all calculations.
ROI when sale price is $112 = (Sale Value - Purchase value - Interest) / Own Equity
ROI when sale price is $112 = (300 * 112 - 30000 - 600) / 15000
ROI when sale price is $112 = 20.00%
ROI when sale price is $92 = (Sale Value - Purchase value - Interest) / Own Equity
ROI when sale price is $92 = (300 * 92 - 30000 - 600) / 15000
ROI when sale price is $92 = -12%
What is the leverage factor (effect) of buying on margin for this investment for when WMT increases $112? Show all calculations.
Return when the share are purchased without margin = (Sale Value - Purchase price) / Purchase value = $3600 / 30000 = 12%
Due to Leverage effect the return on invested has been increased from 12% to 20%
Leverage Factor = return with margin / return without margin = 20%/12% = 1.1.67
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