NPV(A)=−300,000+20,000/1.15+50,000/1.152+50,000/1.153+350,000/1.154=−11,812.06.NPV(A) = -300,000 + 20,000/1.15 + 50,000/1.15^2 + 50,000/1.15^3 + 350,000/1.15^4 = -11,812.06.NPV(A)=−300,000+20,000/1.15+50,000/1.152+50,000/1.153+350,000/1.154=−11,812.06.
NPV(B)=−88,000+12,000/1.17+12,000/(0.17−0.05)=22,256.41.NPV(B) = -88,000 + 12,000/1.17 + 12,000/(0.17 - 0.05) = 22,256.41.NPV(B)=−88,000+12,000/1.17+12,000/(0.17−0.05)=22,256.41.
So, you should choose project B.
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