Question 8
purchase cost of new machine | 1000000 |
sale value of old machine | (300000) |
tax benefit (500000-300000)*0.25 | (50000) |
additional working capital requirement | 100000 |
Net Outflow | 750000 |
Annual Benefit from replacement of machine | 300000 |
Tax Expense for the benefit | (75000) |
tax benefit for additional depreciation (200000-100000)*0.25 | 25000 |
Net Inflow every year for 5 years | 250000 |
Terminal Benefits | |
Sale value of Machine | 100000 |
Tax Expense on profit of sale of machine(100000*0.25) | (25000) |
Release of working capital | 100000 |
Total Inflow | 175000 |
Year | Amount | Present Value factor @16% | Present Value |
0 | (750000) | 1.00 | (750000) |
1 | 250000 | 0.8621 | 215517 |
2 | 250000 | 0.7432 | 185791 |
3 | 250000 | 0.6407 | 160164 |
4 | 250000 | 0.5523 | 138073 |
5 | 425000 | 0.4761 | 202348 |
Net Present Value | 151893 |
As the net present value is positive, so we go for replacement of machine.
Question 9
Aggresive | Conservative | |
Revenue | 4000000 | 4000000 |
Current Assets as % of Revenue | 20% | 60% |
Current Assets | 800000 | 2400000 |
Fixed Assets | 2000000 | 2000000 |
Total Assets | 2800000 | 4400000 |
Equity | 1400000 | 2200000 |
Debt | 1400000 | 2200000 |
PARTICULARS | AGGRESSIVE | CONSERVATIVE |
EBIT | 400000 | 400000 |
INTEREST ON DEBT @10% | 140000 | 220000 |
EBT | 260000 | 180000 |
TAX @30% | 78000 | 54000 |
EAT | 182000 | 126000 |
EQUITY | 1400000 | 2200000 |
% OF RETURN ON EQUITY | 13% | 5.73% |
IT SHOULD BE BETTER TO FOLLOW AGGRESSIVE APPROACH.
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