Year | Cash flow | PVIF@7% | Present value of cash flow |
---|---|---|---|
1 | 225 | 0.9346 | 210.285 |
2 | 225 + G | 0.8734 | 196.515 + 0.8734*G |
3 | 225 + 2G | 0.8163 | 183.6675 + 1.6326*G |
4 | 225 +3G | 0.7629 | 171.6525 + 2.2887*G |
5 | 225 + 4G | 0.7130 | 160.425 + 2.852*G |
6 | 225 + 5G | 0.6663 | 149.9175 + 3.3315*G |
7 | 225 + 6G | 0.6227 | 140.1075 + 3.7362*G |
Total | 1213.135 + 14.7144*G |
Equivalent annual worth cash flow = Present value of cash flow / (P/A, 7%, 7)
=1213.135 + 14.7144*G / 5.389
= 225.11319 + 2.3045*G
Equivalent annual worth cash flow = $500
500 = 225.11319 + 2.3045*G
274.8868 = 2.3045*G
G = 119.28
It says 85 is wrong and I am confused Check my work mode : This shows...
2 homework Problem 02.033-Calculation of unknown gradient For the cash flow revenues shown below, find the value of G that makes the equivalent annual worth in years 1 through 7 equal to $500. The interest rate is 7% per year. ash f low. S Year ear flow 5+4G 5+G The value of G is $ใ < Prey 5 o9Next ็ HW 1.pdf AHW 1 (1).pdf
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