installment loans― allocation of monthly payment pp. 294-296 8-4 section

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Installment Loans―Allocation of Monthly Payment

pp. 294-2968-4SECTIONSECTION

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Copyright © Glencoe/McGraw-Hill MBA, Section 8-4, Slide 2 of 24

8-4

Section ObjectiveSection ObjectiveWork out:

• payment to interest

• payment to principal

• new balance

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Copyright © Glencoe/McGraw-Hill MBA, Section 8-4, Slide 3 of 24

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repayment schedule (p. 294)

A schedule showing the distribution of interest and principal payments on a loan over the life of the loan.

Key Words to KnowKey Words to Know

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Copyright © Glencoe/McGraw-Hill MBA, Section 8-4, Slide 4 of 24

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Interest = Principal × Rate × Time

Formula 1Formula 1

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Copyright © Glencoe/McGraw-Hill MBA, Section 8-4, Slide 5 of 24

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Payment to Principal = Monthly Payment – Interest

Formula 2Formula 2

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Copyright © Glencoe/McGraw-Hill MBA, Section 8-4, Slide 6 of 24

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New Principal =

Previous Principal – Payment to Principal

Formula 3Formula 3

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Copyright © Glencoe/McGraw-Hill MBA, Section 8-4, Slide 7 of 24

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Why is it important to get a copy of your repayment schedule?

A Picture Perfect Loan p. 294A Picture Perfect Loan p. 294

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Copyright © Glencoe/McGraw-Hill MBA, Section 8-4, Slide 8 of 24

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The Coles obtained the loan of $1,800 at 8 percent for 6 months shown in Figure 8.1 on page 294. Show the calculation for the first payment.

What is the interest?

What is the payment to principal?

What is the new principal?

Example 1Example 1

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Copyright © Glencoe/McGraw-Hill MBA, Section 8-4, Slide 9 of 24

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Find the interest.

Principal × Rate × Time

$1,800.00 × 8% × 1/12 = $12.00

Example 1 Answer: Example 1 Answer: Step 1Step 1

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Copyright © Glencoe/McGraw-Hill MBA, Section 8-4, Slide 10 of 24

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Find the payment to principal.

Monthly Payment – Interest

$307.08 – $12.00 = $295.08

Example 1 Answer: Example 1 Answer: Step 2Step 2

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Copyright © Glencoe/McGraw-Hill MBA, Section 8-4, Slide 11 of 24

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Find the new principal.

Previous Principal – Payment to Principal

$1,800.00 – $295.08 = $1,504.92

Example 1 Answer: Example 1 Answer: Step 3Step 3

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Copyright © Glencoe/McGraw-Hill MBA, Section 8-4, Slide 12 of 24

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Carol Blanco obtained a loan of $6,000 at 8 percent for 36 months. The monthly payment is $187.80. The balance of the loan after 20 payments is $2,849.08.

What is the interest for the first payment?

What is the interest for the 21st payment?

Why is the interest so different for the two payments?

Example 2Example 2

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Copyright © Glencoe/McGraw-Hill MBA, Section 8-4, Slide 13 of 24

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Find the interest for the first payment.

Principal × Rate × Time

$6,000.00 × 8% × 1/12 = $40.00

Example 2 Answer: Example 2 Answer: Step 1Step 1

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Copyright © Glencoe/McGraw-Hill MBA, Section 8-4, Slide 14 of 24

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Find the interest for the 21st payment.

Principal × Rate × Time

$2,849.08 × 8% × 1/12 = $18.99

Example 2 Answer: Example 2 Answer: Step 2Step 2

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Copyright © Glencoe/McGraw-Hill MBA, Section 8-4, Slide 15 of 24

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The interest is much greater for the first payment the 21st payment because the principal is much greater.

Example 2 AnswerExample 2 Answer

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Copyright © Glencoe/McGraw-Hill MBA, Section 8-4, Slide 16 of 24

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Cathleen Brooks obtained an 18-month loan for $3,200. The interest rate is 15 percent. Her monthly payment is $199.68. The balance of the loan after 6 payments is $2,341.45.

Practice 1Practice 1

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Copyright © Glencoe/McGraw-Hill MBA, Section 8-4, Slide 17 of 24

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a. What is the interest for the first payment?

b. What is the interest after the seventh payment?

c. How much more goes toward the principal on the seventh payment compared to the first payment?

Practice 1 (cont.)Practice 1 (cont.)

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Copyright © Glencoe/McGraw-Hill MBA, Section 8-4, Slide 18 of 24

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a. Interest for the first payment: $40.00

b. Interest after the seventh payment: $29.27

c. Amount more that goes toward the principal on the seventh payment compared to the first payment: $10.73

Practice 1 AnswerPractice 1 Answer

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Copyright © Glencoe/McGraw-Hill MBA, Section 8-4, Slide 19 of 24

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Sam Billings obtained a personal loan for $1,500 at 12 percent for 12 months. The monthly payments on the loan are $133.20. Find the interest, payment to principal, and balance for the first three payments.

Practice 2Practice 2

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Copyright © Glencoe/McGraw-Hill MBA, Section 8-4, Slide 20 of 24

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a. Interest on first payment?

b. Payment to principal?

c. New principal?

d. Interest after second payment?

e. Payment to principal?

Practice 2 (cont.)Practice 2 (cont.)

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Copyright © Glencoe/McGraw-Hill MBA, Section 8-4, Slide 21 of 24

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f. New principal?

g. Interest on third payment?

h. Payment to principal?

i. New principal?

Practice 2 (cont.)Practice 2 (cont.)

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Copyright © Glencoe/McGraw-Hill MBA, Section 8-4, Slide 22 of 24

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a. Interest on first payment: $15.00

b. Payment to principal: $118.20

c. New principal: $1,381.80

d. Interest after second payment: $13.82

e. Payment to principal: $119.38

Practice 2 AnswerPractice 2 Answer

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Copyright © Glencoe/McGraw-Hill MBA, Section 8-4, Slide 23 of 24

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f. New principal: $1,262.42

g. Interest on third payment: $12.62

h. Payment to principal: $120.58

i. New principal: $1,141.84

Practice 2 Answer (cont.)Practice 2 Answer (cont.)

Installment Loans―Allocation of Monthly Payments

8-4END OF SECTIONEND OF SECTION

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