Answer:-a)- Net present value of each project:-
Project A = ($14683)
Project B = $6852
Explanation:-
Perit Inductries | |||
Net Present Value | |||
Project A | |||
Particulars | Present Value Factor @14% | Present value | |
(a) | (b) | (c=a*b) | |
Net cash flow per year (For 6 years) | 21000 | 3.889 | 81669 |
New Equipment (1st Year) | -100000 | 1 | -100000 |
Salvage value (6th year) | 8000 | 0.456 | 3648 |
Net Present Value | -14683 | ||
Perit Industries | |||
Net Present Value | |||
Project B | |||
Particulars | Cash Flows | Present Value Factor @14% | Present value |
(a) | (b) | (c=a*b) | |
Net cash flow per year (For 6 years) | 15750 | 3.889 | 61252 |
Working capital investment (1st Year) | -100000 | 1 | -100000 |
Working capital released (6th year) | 100000 | 0.456 | 45600 |
Net Present Value | 6852 |
b)-The company should accept Project B due to positive net positive value.
The return on investment at 14% is computed below:
Project A | ||||
Item | Years | Amount of cash flow | 14% factor | Present value of cash flow |
Cost of Equipment | Now | -$100,000 | 1.000 | -$100,000 |
Annual Cash Flow | 1-6 | $21,000 | 3.889 | $81,669 |
Salvage value | 6 | $8,000 | 0.456 | $3,648 |
Net Present Value |
| -$14,683 |
Project B | ||||
Item | Years | Amount of cash flow | 14% factor | Present value of cash flow |
Working Capital investment | Now | -$100,000 | 1.000 | -$100,000 |
Annual Cash Flow | 1-6 | $16,000 | 3.889 | $62,224 |
Release of Working Capital | 6 | $100,000 | 0.456 | $45,600 |
Net Present Value |
| $7,824 |
The Net present value is as under :
Project A ($14,683)
Project B $7,824
Since, Project B has positive Net present value, it is recommended for approval.
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