Answer:
HPR = holding period Return is 20%
Explanation:
- Given original Investment = $100
- Short sale proceeds for 1 share = $100
- Investment made of $100 + short sale proceeds of $100 at 5% YTM.
- So Maturity Value = Investment x (1+YTM)^number of years
- = 200 x (1 + 0.05)^1 = 210
- Therefore, In order to cover Short sale of 1 share, we will have to buy 1 share at a closing value of $90
- As such, holding period Return = (Investment proceeds from ZCB - Buying price of stock - Investment amount) / Investment Amount
- = (210 - 90 - 100) / 100 = 0.2 or 20%
- Hence, HPR = holding period Return is 20%
Answer:
company B's cost of equity is 14.0375% - 8.975% = 5.0625% higher than company A's cost of equity
Explanation:
cost of equity = risk free rate + (beta x market premium)
risk free rate = 4.25%
market premium = market return - risk free rate = 11% - 4.25% = 6.75%
Company A's cost of equity = 4.25% + (0.7 x 6.75%) = 8.975%
Company B's cost of equity = 4.25% x (1.45 x 6.75%) = 14.0375%
this means that company B's cost of equity is 14.0375% - 8.975% = 5.0625% higher than company A's cost of equity.
Explanation:
Ocean warming-driven deoxygenation: Warmer ocean water holds less oxygen and is more buoyant than cooler water. This leads to reduced mixing of oxygenated water near the surface with deeper waters, which naturally contain less oxygen. Warmer water also raises oxygen demand from living organisms.
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Answer:
The store manager must decide to buy 3
Explanation:
Given that:
- The first: $200 a year
- The second $150
- The third $75,
- The fourth $50
- Interest rate is 12 percent
- Investment: $500
As we know that the rate of return will be: Income / Investment
So the rate of return of:
- The first: $200 / $500 = 0.4 = 40%
- The second $150 / $500 = 0,3 = 30%
- The third $75 / $500 = 0.15 = 15%
- The fourth $50 / $500 = 0.1 = 10%
Only three rug cleaners have the rate of return greater than the interest rate so the store manager must decide to buy 3
Answer:
Ms. Z should invest in the State A.
Explanation:
Coupons from State A = (1 - 0.33)*0.05*75000
= 2512.5
Coupons from State R = (1 - 0.33 - 0.085)*.054*75000
= 2369.25
Therefore, Ms. Z should invest in the State A .