NPV = - I.O / (1+r)n + NCF /(1+r)n
a) "NPVa=-79,000+(30,000-7,000)\\times\\frac{(\\frac{1}{1.08})^7-1}{\\frac{1}{1.08}-1}=50,326.23"
"NPVb=-110,000+(60,000-35,000)\\times\\frac{(\\frac{1}{1.08})^8-1}{\\frac{1}{1.08}-1}=45,159.25"
"NPVc=-244,000+(58,500-18,500)\\times\\frac{(\\frac{1}{1.08})^{10}-1}{\\frac{1}{1.08}-1}-\\frac{30,000}{1.08^{10}}=31,979.72"
ABC Ltd should choose project A since it has the highest NPV
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