SOLUTION: Calculate the present value Princial - P5,000 Interest rate - 3.6% Made of payment - semi-annually Length of annuity

SOLUTION: Calculate the present value Princial - P5,000 Interest rate - 3.6% Made of payment - semi-annually Length of annuity - 10 years

Question 1188030: Calculate the present value
Princial - P5,000
Interest rate - 3.6%
Made of payment - semi-annually
Length of annuity - 10 years
Answer by Theo(13342) (Show Source): You can put this solution on YOUR website!
you can use the following calculator to solve this.

https://arachnoid.com/finance/index.html

assuming you meant that the present value is 5000 and you wanted to find the semi-annual payment, your results are shown below:

inputs are everything except pmt.
the payments required are 299.91 at the end of each semi-annual period.

assuming you meant that the payment was 5000 and you wanted to find the present value, your results are shown below:

inputs are everything except pv.
the present value is equal to 83,357.33

in both cases, the interest rate per semi-annual period is 3.6/2 = 1.8% and the number of semi-annual time periods is equal to 10 * 2 = 20.

payments are assumed to be made at the end of each semi-annual time period.

RELATED QUESTIONS
Calculate the future value Princial - P5,000 Interest rate - 8% Made of payment -... (answered by ikleyn)

Calculate the present value Princial - P2,000 Interest rate - 6% Made of payment -... (answered by Theo)

Calculate the future value Princial - P3,000 Interest rate - 7% Made of payment -... (answered by ikleyn)

What is the present value of an ordinary annuity having semi-annual payments of 8, 000... (answered by CPhill,ikleyn)

What is the present value of an ordinary annuity having semi-annual payments of 8,000... (answered by CPhill,ikleyn)

1. How long will it take for 74,500 to accumulate to 101,000 if the interest rate is... (answered by ikleyn)

Calculate the present value of $10,000 payable in 5 years at 2.4% interest compounded... (answered by josmiceli)

Find the present value and the future value of semi-annual payments of 105,000 pesos with (answered by Theo)