Question

[20 Marks) Batho & Mondo Enterprises intends buying a new machine and has the option of buying one of the following two machi
P90.000 Minimum required rate of return is 14%. Depreciation is on fixed installment method. (a) (b) (c) (d) Calculate paybac
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Answer #1
A B
year cash flows cumulative cash flow cash flow cumulative cash flow
1 50000 50000 90000 90000
2 90000 140000 90000 180000
3 150000 290000 90000 270000
4 110000 400000 90000 360000
5 - - 90000 450000

a) Payback period:

  • For machine A, cost is 220000/-.which falls somewhere in 3rd year. So, (220,000-140000)/(290000-140000)*12 months => 6.4 or 7 months. Hence, 2 year, 7 months.
  • For machine B, cost is 250000/-.which falls somewhere in 3rd year. So, (250,000-180000)/(270000-180000)*12 months => 9.3 or 9 months. Hence, 2 year, 9 months.

b)

A
year cash flows
1 50000
2 90000
3 150000
4 110000
5 20000
TOTAL 420000

ARR = Average profit after depreciation/Average investment*100

= [(420000-(220,000-20000))/5]/220000*100 = 20%

c)

A B
year cash flows Discounted factor @ 14% Discounted cashflows cash flow Discount factor @ 14% discounted cashflows
0 -220000 1.00 -220000 -250000 1.00 -250000
1 50000 0.877193 43859.65 90000 0.877193 78947.37
2 90000 0.769468 69252.08 90000 0.769468 69252.08
3 150000 0.674972 101245.7 90000 0.674972 60747.44
4 110000 0.59208 65128.83 90000 0.59208 53287.22
5 20000 0.519369 10387.37 90000 0.519369 46743.18
NPV 69873.66 NPV 58977.29

since NPV of machine A is better, its advisable.

d) IRR of machine B:

since we kmow thw machine B yields NPV of 58977.29 @ 14% discount rate, we will use higher rate say 25% to compute its IRR (as guess).

Year cash flow Discount rate @ 25% discounted cashflows
0 -250000 1.0 -250000
1 90000 0.8 72000
2 90000 0.64 57600
3 90000 0.512 46080
4 90000 0.4096 36864
5 90000 0.32768 29491.2
NPV -7964.80

So, IRR = Ra + (NPVa)/(NPVa+NPVb)/(Ra-Rb)

where Ra = 14%, Rb= 25%

= 14% + [ 58977/ (58977+7964.8) * (25-11) ] ie = 23.44%

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