Answer:
$5,346.98
Explanation:
Initial cash flow = 76,000
Discount rate = 5%
Suppose the C.F. in the 7th year is x which will flow till perpetuity
Present value of annual cash flow till perpetuity = Annual cash flow / Discount rate
PV at the 7th year = x/0.05
Discount factor = (1 + r)^n
Discount rate = 5%
Years D. factor Cash flows
0 0 76,000
1 0.952381 -
2 0.907029 -
3 0.863838 -
4 0.822702 -
5 0.783526 -
6 0.746215 -
7 0.710681 x/0.05
So, 76000 = 0.710681 *(x/0.05)
76000 / 0.710681 = x / 0.05
x = 76000 / 0.710681 * 0.05
x = 5346.98408990813
x = 5346.98
Hence, if the interest rate is 5%, $5346.98 will be received annually from the 7th year
Definielty not C. It would be B becuase 600+40=640 and so that is less than 700 and less than 800.
c. savings accounts accrue compound interest.
They will think they don't have enough invintory and order more and will have no room to store the knew orders