Assume that the total cost of a project is $570,000 and that it is fully depreciable using a straight-line method over 6 years.
1 answer:
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Answer: 13%
Explanation: The cost of equity can be defined as the return a company pays to its shareholders in return of bearing the risk of investing in the company.
As per the given figures in the question we can say that cost of equity can be determined with the help of dividend discount model, which can be equated as follows :-
where,
ke = cost of equity
D1 = expected dividend
P0 = current price
G = growth rate
So, putting the values into equation we get :-
= 13%
Answer:
$12,015 approx.
Explanation:
To calculate present value of a future amount, the future amount is discounted at the rate of interest for the period of investment, which reveals present value as on today. The technique is referred to as discounting technique.
Suppose P denote the amount invested today, which when matured after period of two years yields $13500. Following formula is used for calculating the money invested:
wherein, A = Amount
P = Principal
R = Rate of interest
n = number of years
13,500 = 1.1236 P
⇒ P = 12,015 Approx.
Thus, $12015 is required to be deposited today so as to yield $13,500 after 2 years compounded at 6% per annum rate of interest.