section 12.2

9
Installment Loans

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Section 12.2. Installment Loans. Vocabulary. Installment Loan – a loan that is amortized. This means that both the principal and interest are paid off by a sequence of equal periodic payments. (often used for car loans, etc.) - PowerPoint PPT Presentation

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Page 1: Section 12.2

Installment Loans

Page 2: Section 12.2

Vocabulary Installment Loan – a loan that is

amortized. This means that both the principal and interest are paid off by a sequence of equal periodic payments. (often used for car loans, etc.)

APR = Annual Percentage Rate (actual rate received by the borrower.)

Nominal Rate = rate that is stated (perhaps in a brochure or advertisement)

Page 3: Section 12.2

To find the total installment cost and the finance charge:

1. Find the total installment cost. = down + payment x number of

payment amount payments

2. Find the finance charge (interest)= Total installment cost – Cash price

3. Find the amount financed (Principal of loan)= Cash price – down payment

Page 4: Section 12.2

Robert Chu purchased a new Toyota Prius costing $24,200, including taxes and licensing, with $4000 down and 48 payments of $488.25 each. Find

(a) the total installment cost, (b) the finance charge, and (c) the amount financed.

Page 5: Section 12.2

Formula for approximate APRApprox APR = 24 x Finance Charge Amt. Financed x (1 + # of payments)

This is ONLY an estimate for the APR!

Page 6: Section 12.2

Bob Drake purchases a two-year old Harley

Davidson motorcycle costing $26,500. He

financed the purchase at his bank with a$5000 down payment and payments of$693.74 for 36 months. Estimate the

APR tothe nearest tenth of a percent.

Page 7: Section 12.2

Find APR using the Table (p 506)1. Multiply the finance charge by 100,

and divide by the amount financed.2. Find # of payments on left column of

table Look to the right until you find the closest value to the # from step 1

3. Look at the top of that column to get the APR.

Page 8: Section 12.2

A refrigerator costing $1450 was financed with $100 down and 20 monthly payments of $74.95 each.

Find (a) the finance charge, (b) amount financed, and (c) the APR.

Page 9: Section 12.2

An insurance agent borrowed $22,500 for new hardware and software for her growing business. She agreed to a note with payments of $858.10 per month for 30 months and put a CD up for collateral instead of making a down payment. Find the APR.