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5(a) Three mutually exclusive new designs for an aircraft engine are under consideration. The engine has a ten-year life. The
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PVAF At 20% for 10 Years 1-(1+r)^-n/r 1-(1.20)^-10 / 20% .8384944/20% 4.192472
Net present value of option-1 cost of engine+(annual savings*PVAF at 20% for 10 Years) -1200000+(300000*4.19247) 57741
Net present value of option-2 cost of engine+(annual savings*PVAF at 20% for 10 Years) -1500000+(400000*4.19247) 176988
Net present value of option-3 cost of engine+(annual savings*PVAF at 20% for 10 Years) -2000000+(400000*4.19247) -3765
Year Option 1 cash flow Option 2 cash flow Option 3 cash flow
0 -1200000 -1500000 -2100000
1 300000 400000 500000
2 300000 400000 500000
3 300000 400000 500000
4 300000 400000 500000
5 300000 400000 500000
6 300000 400000 500000
7 300000 400000 500000
8 300000 400000 500000
9 300000 400000 500000
10 300000 400000 500000
IRR =Using IRR function in MS excel IRR(J1139:J1149) 21.41% IRR(L1139:L1149) 23.41% IRR(N1139:N1149) 19.95%
Incremental cash flow approach Incremental cash flow between option 2 & 1
Year cash flow option 1 Cash flow Option 2 Incremental cash flow
0 -1200000 -1500000 -300000
1 300000 400000 100000
2 300000 400000 100000
3 300000 400000 100000
4 300000 400000 100000
5 300000 400000 100000
6 300000 400000 100000
7 300000 400000 100000
8 300000 400000 100000
9 300000 400000 100000
10 300000 400000 100000
Incremental NPV =Using NPV funtion in MS excel 119247.2086
Incremental IRR =Using IRR function in MS excel 31.11%
As Incremental IRR is more than required rate of return and incremental NPV is greater than zero option 1 would be dropped
Incremental cash flow approach Incremental cash flow between option 2 & 3
Year Cash flow Option 2 cash flow option 3 Incremental cash flow
0 -1500000 -2100000 -600000
1 400000 500000 100000
2 400000 500000 100000
3 400000 500000 100000
4 400000 500000 100000
5 400000 500000 100000
6 400000 500000 100000
7 400000 500000 100000
8 400000 500000 100000
9 400000 500000 100000
10 400000 500000 100000
Incremental NPV =Using NPV funtion in MS excel NPV(20%,K1172:K1181)+K1171 -180752.7914
Incremental IRR =Using IRR function in MS excel IRR(K1171:K1181) 10.56%
As incremtnal NPV and IRR in case of option 2 & option 3 is negative and IRR is less than required rate of return of 20% so option 3 would be dropped and 2 would be finally selected for Investment.
5- Semi annual rate of return =Using rate function in MS excel rate(nper,pmt,pv,fv,type) nper = 14*2 =28 pmt = 20 pv = -780-20 =-800 fv = 1000 type =0 RATE(28,20,-800,1000,0) 3.08%
Annaual rate of return 6.16

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