Directions: 1. At the beginning of the month, you have a balance due of $3,000 and plan to pay off $200 a month while making additional purchases of $115 cach month. 2. Use the interest of 18% and an annual fee of $49 to complete the repayment chhrt below. Interest Rate: 18% (APR); 1.5% monthly Annual Fee: $49 Month Balance Рayments Purchases Interest and Fee (Month) Interest and Fee (Total) $3,000 $200 $115 $49 $45 $45.14 1 $94 $139.14 $3,009 $2,969.14 $200 $115 4 6. 8. 10 11 12 Month #2 (Model): $3,000 (Balance) - $200 (Payment) + $115 (Purchases) + $49 (Annual Fee) + $45 (Monthly Interest Payment) = $3,009 Month #3 (Model): $3,009 (Balance) - $200 (Payment) + $115 (Purchases) + $45.14 (Interest) = $2,969.14
Directions: 1. At the beginning of the month, you have a balance due of $3,000 and plan to pay off $200 a month while making additional purchases of $115 cach month. 2. Use the interest of 18% and an annual fee of $49 to complete the repayment chhrt below. Interest Rate: 18% (APR); 1.5% monthly Annual Fee: $49 Month Balance Рayments Purchases Interest and Fee (Month) Interest and Fee (Total) $3,000 $200 $115 $49 $45 $45.14 1 $94 $139.14 $3,009 $2,969.14 $200 $115 4 6. 8. 10 11 12 Month #2 (Model): $3,000 (Balance) - $200 (Payment) + $115 (Purchases) + $49 (Annual Fee) + $45 (Monthly Interest Payment) = $3,009 Month #3 (Model): $3,009 (Balance) - $200 (Payment) + $115 (Purchases) + $45.14 (Interest) = $2,969.14
Pfin (with Mindtap, 1 Term Printed Access Card) (mindtap Course List)
7th Edition
ISBN:9780357033609
Author:Randall Billingsley, Lawrence J. Gitman, Michael D. Joehnk
Publisher:Randall Billingsley, Lawrence J. Gitman, Michael D. Joehnk
Chapter7: Using Consumer Loans
Section: Chapter Questions
Problem 6FPE
Related questions
Concept explainers
Question
![Directions:
1. At the beginning of the month, you have a balance due of $3,000 and plan to pay off $200 a month
while making additional purchases of $115 each month.
2. Use the interest of 18% and an annual fee of $49 to complete the repayment chart below.
Interest Rate: 18% (APR); 1.5% monthly
Annual Fee: $49
Month
Balance
Payments
Purchases
Interest and
Interest and
Fee (Month)
Fee (Total)
1
$3,000
$200
$115
$49
$45
$94
$3,009
$2,969.14
$200
$115
$45.14
$139.14
5
6.
7.
8.
9.
10
11
12
Month #2 (Model): $3,000 (Balance) - $200 (Payment) + $115 (Purchases) + $49 (Annual Fee) + $45
(Monthly Interest Payment) = $3,009
Month #3 (Model): $3,009 (Balance) - $200 (Payment) + $115 (Purchases) + $45.14 (Interest) = $2,969.14
Month #4
Month #5
Month #6
Month #7
Month #8
Month #9
Month #10
Month #11
Month #12
Summary: What can you do as a wise consumer to avoid this debt in the first place or to pay it off quickly if
you make mistakes and end up in a similar situation?](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F66018211-f119-4825-a0b7-40dc06a1c24e%2F703fc13e-c73b-482f-982b-6ace564207f7%2Fn5euxdc_processed.png&w=3840&q=75)
Transcribed Image Text:Directions:
1. At the beginning of the month, you have a balance due of $3,000 and plan to pay off $200 a month
while making additional purchases of $115 each month.
2. Use the interest of 18% and an annual fee of $49 to complete the repayment chart below.
Interest Rate: 18% (APR); 1.5% monthly
Annual Fee: $49
Month
Balance
Payments
Purchases
Interest and
Interest and
Fee (Month)
Fee (Total)
1
$3,000
$200
$115
$49
$45
$94
$3,009
$2,969.14
$200
$115
$45.14
$139.14
5
6.
7.
8.
9.
10
11
12
Month #2 (Model): $3,000 (Balance) - $200 (Payment) + $115 (Purchases) + $49 (Annual Fee) + $45
(Monthly Interest Payment) = $3,009
Month #3 (Model): $3,009 (Balance) - $200 (Payment) + $115 (Purchases) + $45.14 (Interest) = $2,969.14
Month #4
Month #5
Month #6
Month #7
Month #8
Month #9
Month #10
Month #11
Month #12
Summary: What can you do as a wise consumer to avoid this debt in the first place or to pay it off quickly if
you make mistakes and end up in a similar situation?
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