Answer:
Explanation:
Calculate maximum that should pay:
Compute present value of cash flows from the store, year 1 to 5
:
Annual cash flows are $70,000
Desired rate of return on investment for 1 to 5 years is 7%
Number of years is 5
Present value of cash flows generated during 1 to 5 years =
= $287,013.82
Compute present value of cash flows from the store for years 6 to 10
Annual cash flows are $70,000
Desired rate of return on investment for 6 to 10 years is 10%
Desired rate of return on investment for 1 to 5 years is 7%
Number of years is 5
Present value of cash flows generated during 6 to 10 years = annual cash flows x PVIFA (10%,5) x PVIF (7%,5)
= $70,000 x 3.79079 x 0.7130 = $189,198.33
Compute present value of cash flows from the store for years 11 o 20
Annual cash flows are $70,000
Desired rate of return on investment for 11 to 20 years is 12%
Desired rate of return on investment for 6 to 10 years is 10%
Desired rate of return on investment for 1 to 5 years is 7%
Number of years is 10
Present value of cash flows generated during 11 to 20 years = [annual cash flows x PVIFA (12%,10)] x PVIF (10%,5) x PVIF (7%,5)
= $70,000 x 5.65022 x 0.62092 x 0.7130 = $175,100.98
Calculate present value of estimated sale amount to be received for sale of store
Present value of estimted sale amount to be received = [Estimated sale amount x PVIF (12%,10)] x PVIF (10%,5) x PVIF (7%,5)
=$400,000 x 0.32197 x 0.62092 x 0.7130=
=$57,016.50
Calculate total maximum amount that should be paid
Particulars Amount ($)
Present value of cash flows during 1 to 5 years $287,013.82
Present value of cash flows during 6 to 10 years $189,198.33
Present value of cash flows during 11 to 20 years $175,100.98
Present value of estimated sale value $57,016.50
Maximum amount that C should pay to JD for store $708,329.63
Therefore, Maximum amount that should be paid $708,329.63
