EQUIVALENT RATES What is the present worth of P3000 deposited quarterly for 5 years if the interest is 10% compounded monthly? Adding sensitivity to the analysis - the deposit is made quarterly and yet the interest is compounded monthly. First solve the equivalent rates following the period of annuity, which is quarterly. (1+ )' – 1= (1+ )*-1 r = 10.08% hence - i= 2.52% (1+.0252)-(5* .0252 P = P3000 P46,679.25 Student Assessment Question 1. Compute for the future worth of the sample. If you are the one, will you decide the same? Why

Principles of Accounting Volume 2
19th Edition
ISBN:9781947172609
Author:OpenStax
Publisher:OpenStax
Chapter11: Capital Budgeting Decisions
Section: Chapter Questions
Problem 6MC: You want to invest $8,000 at an annual Interest rate of 8% that compounds annually for 12 years....
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EQUIVALENT RATES
What is the present worth of P3000 deposited quarterly for 5 years if the
interest is 10% compounded monthly?
Adding sensitivity to the analysis - the deposit is made quarterly and yet the
interest is compounded monthly.
First solve the equivalent rates following the period of annuity, which is quarterly.
(1 + )^- 1
= (1+ 10) - 1
r = 10.08%
hence - i = 2.52%
(5*4)기
[1- (1+.0252)¯
.0252
P = P3000
= P46,679.25
Student Assessment Question
1. Compute for the future worth of the sample. If you are the one,
will you decide the same? Why
Transcribed Image Text:EQUIVALENT RATES What is the present worth of P3000 deposited quarterly for 5 years if the interest is 10% compounded monthly? Adding sensitivity to the analysis - the deposit is made quarterly and yet the interest is compounded monthly. First solve the equivalent rates following the period of annuity, which is quarterly. (1 + )^- 1 = (1+ 10) - 1 r = 10.08% hence - i = 2.52% (5*4)기 [1- (1+.0252)¯ .0252 P = P3000 = P46,679.25 Student Assessment Question 1. Compute for the future worth of the sample. If you are the one, will you decide the same? Why
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