HW// A man started a new project paying initial payment of 500,000S, then 4 annual payments...
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HW// A man started a new project paying initial payment of 500,000S, then 4 annual payments of 250,000$ starting from the end of 1st year. On the beginning of 4i year, he started to gain revenue of 800,000$, his revenue decreased for the next 4 years with arithmetic gradient of 5000$ per year. Then the next 2 years his revenue was zero respectively, so he decided to make some new changes and he gained a revenue of 400, 000S at the end of 10th year. Make Cash Flow Diagram After that Calculate the cost of his project and the revenue if the rate of interest for cost was 5% and for the revenue 8%. Useful Equation: Po= PA +PG + if the series of payment increasing by a constant amount G Po= PA - PG + if the series of payment decreasing by a constant amount G PA = A[a+)"-1] (1+1)"t G[(1+ A=GE-a0- (1+)-1. [(1+i)"-1 P = (1+i)"-i F = P (1+ i)" P = F (1+ i)-" F = A | [(1+i)". HW// A man started a new project paying initial payment of 500,000S, then 4 annual payments of 250,000$ starting from the end of 1st year. On the beginning of 4i year, he started to gain revenue of 800,000$, his revenue decreased for the next 4 years with arithmetic gradient of 5000$ per year. Then the next 2 years his revenue was zero respectively, so he decided to make some new changes and he gained a revenue of 400, 000S at the end of 10th year. Make Cash Flow Diagram After that Calculate the cost of his project and the revenue if the rate of interest for cost was 5% and for the revenue 8%. Useful Equation: Po= PA +PG + if the series of payment increasing by a constant amount G Po= PA - PG + if the series of payment decreasing by a constant amount G PA = A[a+)"-1] (1+1)"t G[(1+ A=GE-a0- (1+)-1. [(1+i)"-1 P = (1+i)"-i F = P (1+ i)" P = F (1+ i)-" F = A | [(1+i)".
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GavEN COST REVENVE d toyeor tyo adt 2ylar g00000 a 3 year JDEPREOIATING So0 785000 att 4 year DE... View the full answer
Related Book For
Vector Mechanics for Engineers Statics and Dynamics
ISBN: 978-0073212227
8th Edition
Authors: Ferdinand Beer, E. Russell Johnston, Jr., Elliot Eisenberg, William Clausen, David Mazurek, Phillip Cornwell
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