Answered step by step
Verified Expert Solution
Link Copied!

Question

1 Approved Answer

Example 3 a. Demonstrate the concept of equivalence using the different loan repayment plans described below. Each plan repays a $10000.00 loan in 10 years

image text in transcribed

Example 3 a. Demonstrate the concept of equivalence using the different loan repayment plans described below. Each plan repays a $10000.00 loan in 10 years at 10% interest per year. Plan 1: Simple interest, pay all at end. No interest or principal is paid until the end of the tenth 10. Interest accumulates each year on the principal only. Plan 2: Compound interest, pay all at end. No interest or principal is paid until the end of the tenth year. Interest accumulates each year on the total of principal and all accrued interest. Plan 3: Simple interest paid annually, principal repaid at end. The accrued interest is paid each year, and the entire principal is repaid at the end of the tenth year. Plan 4: Compound interest and portion of principal repaid annually. The accrued interest and one-tenth of the principal (or $1000.00) is repaid each year. The outstanding loan balance decreases each year, so the interest for each year decreases. Plan 5: Equal payments of compound interest and principal made annually. Equal payments are made each year with a portion going toward principal repayment and the remainder covering the accrued interest. Since the loan balance decreases at a rate slower than that in plan 4 due to the equal end-of-year payments, the interest decreases, but at a slower rate. b. Make a statement about the equivalence of each plan at 10 % simple or compound interest, as appropriate. Example 3 a. Demonstrate the concept of equivalence using the different loan repayment plans described below. Each plan repays a $10000.00 loan in 10 years at 10% interest per year. Plan 1: Simple interest, pay all at end. No interest or principal is paid until the end of the tenth 10. Interest accumulates each year on the principal only. Plan 2: Compound interest, pay all at end. No interest or principal is paid until the end of the tenth year. Interest accumulates each year on the total of principal and all accrued interest. Plan 3: Simple interest paid annually, principal repaid at end. The accrued interest is paid each year, and the entire principal is repaid at the end of the tenth year. Plan 4: Compound interest and portion of principal repaid annually. The accrued interest and one-tenth of the principal (or $1000.00) is repaid each year. The outstanding loan balance decreases each year, so the interest for each year decreases. Plan 5: Equal payments of compound interest and principal made annually. Equal payments are made each year with a portion going toward principal repayment and the remainder covering the accrued interest. Since the loan balance decreases at a rate slower than that in plan 4 due to the equal end-of-year payments, the interest decreases, but at a slower rate. b. Make a statement about the equivalence of each plan at 10 % simple or compound interest, as appropriate

Step by Step Solution

There are 3 Steps involved in it

Step: 1

blur-text-image

Get Instant Access to Expert-Tailored Solutions

See step-by-step solutions with expert insights and AI powered tools for academic success

Step: 2

blur-text-image

Step: 3

blur-text-image

Ace Your Homework with AI

Get the answers you need in no time with our AI-driven, step-by-step assistance

Get Started

Recommended Textbook for

Auditing And Assurance A Case Studies Approach

Authors: LexisNexis

7th Edition

0409343943, 978-0409343946

More Books

Students also viewed these Accounting questions

Question

=+ (b) Show that 10(1)- . Pn(x) 2 + - 9(x) 12 log 2

Answered: 1 week ago