Answer:
Equity Beta = 1.1413
Explanation:
The formula to find the asset beta is
Asset Beta = Equity Beta/(1+(1-tax rate)(Debt/Equity))
We will put the values given in the question in this formula
Asset Beta = 0.8
Tax rate = 0.36
Debt = 0.40
Equity = 0.60
0.8=Equity Beta/(1+(0.64)(0.40/0.60)
0.8=Equity Beta/1+0.4266
0.8=Equity Beta/1.4266
1.4266*0.8= Equity Beta
Equity Beta = 1.1413
Answer:
Results are below.
Explanation:
Giving the following information:
Purchase price= $66,000
Salvage value= $5,700
Useful life= 6
F<u>irst, we need to calculate the annual depreciation using the following formula:</u>
<u></u>
Annual depreciation= (original cost - salvage value)/estimated life (years)
Annual depreciation= (66,000 - 5,700) / 6= 10,050
<u>2017:</u>
Annual depreciation= (10,050/12)*3= $2,512.5
<u>2018:</u>
Annual depreciation= $10,050
Answer:
B. shifts the individual's budget line rightward because she can now purchase more of both products
Explanation:
When there is an increase in the budget line of a consumer, it means that there is an expansion in this consumers consumption possibilities.
The consumers budget line will then shift rightward or upwards. With this increase the consumer can purchase more of both goods. The outward shift indicates increase.
Therefore the answer to the question is option B.
Answer:
Ke 0.08690 = 8.69%
Explanation:
<u>The capital assets price model formula(CAPM) is as follows:</u>
risk free = 4% = 4/100 = 0.04
market rate = 11% = 11/100 = 0. 11
premium market: (market rate - risk free) = (0.11-0.04) = 0.07
Beta(non diversifiable risk) 0.67
Ke 0.08690
The answer to this is absolutely none of these
