Example 9. You borrowed P 50 000 from a bank to buy a mobile phone. Assuming you need to repay the loan by equal payments at the end of every 6 months for 3 years at 10% interest campounded semi-annually. What is your periodic payment? Given: PV = P 50 000, i = 0,10/2, n = 2 x 3 =6 Solution: 50 000 R. 50757. P9 850.86 ACTIVITY 4.4 LOAN AMORTIZATION Using the problem in example 9, construct an amortization schedule by filling up the table below. Show your solutions for column B by using the formula: I= Prt.

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Author:Robert L. Boylestad
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Example 9. You borrowed P 50 000 from a bank to buy a mobie phone. Assuming you need
to repay the loan by equal payments at the end af every 6 months for 3 years at 10%
interest compounded semi-annually. What is your periodic payment?
Solution:
Given: PV = P 50 000, i= 0,10/2, n= 2 x 3 =6
50 000
R.
= P9 850.86
5.0757.
ACTIVITY 4.4 LOAN AMORTIZATION
Using the problem in example 9, construct an amortization schedule by filling
up the table below. Show your solutions for column B by using the formula: I= Prt.
Period
Periodic
Payment at the due at the end
end of every 6
months
Interest at 10% Amount repaid to
the Principal at
the end of every 6
Outstanding
Principal at the
end of every 6
of every 6
months
months
months
A
в
D
P 50 000.00
1
2
3
4
Transcribed Image Text:Example 9. You borrowed P 50 000 from a bank to buy a mobie phone. Assuming you need to repay the loan by equal payments at the end af every 6 months for 3 years at 10% interest compounded semi-annually. What is your periodic payment? Solution: Given: PV = P 50 000, i= 0,10/2, n= 2 x 3 =6 50 000 R. = P9 850.86 5.0757. ACTIVITY 4.4 LOAN AMORTIZATION Using the problem in example 9, construct an amortization schedule by filling up the table below. Show your solutions for column B by using the formula: I= Prt. Period Periodic Payment at the due at the end end of every 6 months Interest at 10% Amount repaid to the Principal at the end of every 6 Outstanding Principal at the end of every 6 of every 6 months months months A в D P 50 000.00 1 2 3 4
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