Assuming an interest rate of 20% compounded semi-annually, calculate the present value of a $91,900 cash flow that will occur eight years from now. No credit will be awarded for this question using a means other than these table factors to answer this question.
Present value = Future value/(1+r)^n | ||
Future value is = $ 91,900/. | ||
"r" is Semi annual rate of interest = 10% | ||
"n" is No of semi annuals = 16 | ||
Present value = (91900/(1+0.10)^16) | ||
Present value = (91900/4.594972986) | ||
Present value = $ 20,000/. |
Assuming an interest rate of 20% compounded semi-annually, calculate the present value of a $91,900 cash...
Assuming an interest rate of 20% compounded semi-annually, calculate the present value of a $91,900 cash flow that will occur eight years from now. Use the time value of money factors posted in carmen to answer this question. To access these factors, click modules and then scroll to week 12. Click on the link labeled present & future value table factors. No credit will be awarded for this question using a means other than these table factors to answer this...
Assuming an interest rate of 20% compounded semi-annually, calculate the present value of a $91,900 cash flow that will occur eight years from now
Assuming an interest rate of 20% compounded semi-annually, calculate the present value of a $91,900 cash flow that will occur eight years from now. Use the time value of money factors to answer this question
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