Answer:
The risk free rate is 3.325%
Explanation:
The required rate of return or cost of equity of a stock can be calculated using the CAPM. The CAPM estimates the required rate of return of a stock based on three factors- risk free rate, stock's beta and the market risk premium. The equation of required rate of return under CAPM is,
r = rRF + Beta * (rM - rRF)
Where,
- rRF is the risk free rate
- rM is the return on market
- (rM - rRF) gives us the risk premium of market
We already have the values for r, Beta and rM. Plugging in these values in the formula, we calculate the rRF to be,
Let rRF be x.
0.1185 = x + 1.24 * (0.102 - x)
0.1185 = x + 0.12648 - 1.24x
1.24x - x = 0.12648 - 0.1185
0.24x = 0.00798
x = 0.00798/0.24
x = 0.03325 or 3.325%
Answer:
The Department of the Treasury manages Federal finances by collecting taxes and paying bills and by managing currency, government accounts and public debt. The Department of the Treasury also enforces finance and tax laws.
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Answer:
(i) $34,200
(ii) $55,860
(iii) $23,960
Explanation:
Total sales = $ 240,000 + $392,000 + $168,000
= $800,000
Department 1:
sales = $240,000
Percent of total = sales ÷ Total sales
= $240,000 ÷ $800,000
= 0.3
Allocated amount = % of total × advertising to allocate
= 0.3 × $114,000
= $34,200
Department 2:
sales = $392,000
Percent of total = sales ÷ Total sales
= $392,000 ÷ $800,000
= 0.49
Allocated amount = % of total × advertising to allocate
= 0.49 × $114,000
= $55,860
Department 3:
sales = $168,000
Percent of total = sales ÷ Total sales
= $168,000 ÷ $800,000
= 0.21
Allocated amount = % of total × advertising to allocate
= 0.21 × $114,000
= $23,940
Answer:
weighted average rate: 11.14%
capitalize interest (avoidable interest) 421,270.24 dollars
Explanation:
construction related loan:
4,400,000 12% = 528,000
general use:
3,080,000 10% = 308,000
<u>2,200,000</u> 11% = <u> 242,000</u>
9,680,000 1,078,000
weighted-average rate: 1,078,000 / 9,680,000 = 0.111363636 = 11.14%
capitalize interest:
weighted-average amount of accumulated expenditures x w/a rate:
3,781,600 x 11.14% = 421,270.24