Machine A
"-79,000+\\frac{(30,000-7,000)*(1-\\frac{1}{1+0.08}^7)}{1-\\frac{1}{1+0.08}}=50,326.23"
Machine B
"-110,000+\\frac{(60,000-35,000)*(1-\\frac{1}{1+0.08}^8)}{1-\\frac{1}{1+0.08}}=45,159.25"
Machine C
"-244,000+\\frac{(58,500-18,500)*(1-\\frac{1}{1+0.08}^{10})}{1-\\frac{1}{1+0.08}}-\\frac{30,000}{1.08^{10}}=31,979.71"
Machine A gives the most income
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