In: Finance
Using the information provided in the following table, find the value of each asset:
The value of Asset A is
The value of Asset B
The value of Asset C
The value of Asset D
The value of Asset E
Asset |
End of Year |
Amount |
Appropriate required return |
|
A |
1 |
$ |
7,000 |
8% |
2 |
7,000 |
|||
3 |
7,000 |
|||
B |
1 through∞ |
$ |
500 |
4% |
C |
1 |
$ |
0 |
5% |
2 |
0 |
|||
3 |
0 |
|||
4 |
0 |
|||
5 |
48,000 |
|||
D |
1 through 5 |
$ |
1,200 |
4% |
6 |
8,200 |
|||
E |
1 |
$ |
3,000 |
7% |
Value of Asset A = Cash Flow * Present value of discounting factor ( Rate, Time)
= $ 7000 * 1/(1.08) ^ 1 +$ 7000 * 1/(1.08) ^2+$ 7000 * 1/(1.08) ^ 3
= $ 18,039.68
Hence the correct answer is $ 18,039.68
------------
Value of Asset B = Cash Flow / Rate of Interest
= $ 500 / 4%
= $ 12,500
Hence the correct answer is $ 12,500
----------------
Value of Asset C= Cash Flow * Present value of discounting factor ( Rate, Time)
= $ 48,000 * 1/(1.05) ^ 5
= $ 37,609.26
Hence the correct answer is $ 37,609.26
----------------
Value of Asset D= Cash Flow * Present value of discounting factor ( Rate, Time)
= $ 1200 * 1/(1.04) ^ 1 + $ 1200 * 1/(1.04) ^2+$ 1200 * 1/(1.04) ^3+$ 1200 * 1/(1.04) ^4+$ 1200 * 1/(1.04) ^5+$ 8200 * 1/(1.04) ^6
= $ 11,822.77
Hence the correct answer is $ 11,822.77
------------------
Value of Asset E= Cash Flow * Present value of discounting factor ( Rate, Time)
= $ 3,000 * 1/(1.07) ^ 1
= $ 2803.74
Hence the correct answer is $ 2,803.74