Question

In: Finance

Calculate the net present value (NPV) of the investment using your answers from Q2-Q4 and Q6....

Calculate the net present value (NPV) of the investment using your answers from Q2-Q4 and Q6.

I need to also have the formula in my excel answer so I will need to be walked through the formula to use with which numbers to plug in.

Purchase Price -$449,900.00
Initial Cost -$11,468.00
Investment in NWC -$3,220.00
After-Tax SV
Initial Outlay -$464,588.00
Project Life 10 Tax Rate

Rate for Single Earning $207,350 a year

Initial Outlay from Q2 -$464,588.00 35.00%
Annual Operating Cash Flow

(Sales-Cost) x (1-tax rate) + (depreciation) x (tax rate)

Annual Rent $19,320.00
Expenses $16,321.15
Depreciation $16,360.00
Taxes Rate 0.35
Annual Operating Cash Flow (Year 1 - 10) $7,675.25
Question 4

(0.5 point). Calculate the terminal cash flow in yr 10 your answers from Q1.

After Tax Savage Value SV - t*(SV - BV)
Savage Value $494,900.00
Tax Rate 35.00%
Accumulated Depreciation
Depreciation Expense $16,360.00
# of Years of Project 10
Accumulated Depreciation Total $163,600.00
BV
Depreciable Asset (Purchase Price+Inital Cost) -$461,368.00
Accumulated Depreciation $163,600.00
BV Total -$624,968.00
After Tax Savage Value $102,946.20
Terminal Cash Flow
Recovery of NMW from Q2 $3,220.00
After-Tax Savage Value $102,946.20
Terminal CF $106,166.20
Year Amount
0 -$464,588
1 $7,675.25
2 $7,675.25
3 $7,675.25
4 $7,675.25
5 $7,675.25
6 $7,675.25
7 $7,675.25
8 $7,675.25
9 $7,675.25
10 $113,841.45
WACC =

Wd Rd (1-T) + We Re

Wd =

Weight on debt securities

Rd =

Cost of Debt (=borrowing rate)

T

Corporate Tax Rate

We =

Weight on equity securities

Re =

Cost of Equity (=expected Return)

Wd = 70%
Rd = 3.82%
T 35%
We = 30%
Re = 7%
WACC

Solutions

Expert Solution

WACC = Wd *Rd(1-t) + We * Re

= 0.7 * 3.82 (1-0.35) + 0.3 * 7

= 3.8381%

Computation of NPV

Year Cash outflow
(A)
Annual operating cash flow
(B)
Terminal cash flow
(C)
Total cash flows
(D)=(A)+(B)+(C)
PVF @ 3.8381%
(E)
Present value of cash flows
(D)*(E)
0 (464,588)                 -                    -          (464,588.00) 1          (464,588.00)
1               -   7,675.25                  -                7,675.25     0.9630                7,391.55
2               -   7,675.25                  -                7,675.25     0.9274                7,118.35
3               -   7,675.25                  -                7,675.25     0.8932                6,855.23
4               -   7,675.25                  -                7,675.25     0.8601                6,601.85
5               -   7,675.25                  -                7,675.25     0.8284                6,357.83
6               -   7,675.25                  -                7,675.25     0.7977                6,122.83
7 7,675.25                  -                7,675.25     0.7683                5,896.51
8 7,675.25                  -                7,675.25     0.7399                5,678.57
9 7,675.25                  -                7,675.25     0.7125                5,468.67
10 7,675.25 106,166.2         113,841.45     0.6862              78,114.76
Net present value          (328,981.85)

Hence, net present value of the investment is -$328,981.85


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