2. Purchasing a Car Erika is weighing her options for transportation. She's narrowed them down to the following: Option A: buying a new car, requiring a loan to finance $18,000 at 1.9% interest compounded monthly over 60 months. Option B: buying a 6-year old, used car, requiring a loan to finance $6,000 at 3.6% interest compounded monthly over 48 months. PMT = P x (APR/n) / (1-(1+(APR/n))^ (-ny) Is the formula for calculating the value of a loan payment a. Calculate Erika's monthly payment for both options. b. If you were advising Erika on her options, name at least 3 things other than the monthly payment that she should take into consideration in making her decision.

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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2. Purchasing a Car
Erika is weighing her options for transportation. She's narrowed them down to the
following:
Option A: buying a new car, requiring a loan to finance $18,000 at 1.9% interest
compounded monthly over 60 months.
Option B: buying a 6-year old, used car, requiring a loan to finance $6,000 at 3.6%
interest compounded monthly over 48 months.
PMT = P x (APR/n) / (1-(1+(APR/n))^ (-ny) Is the formula for calculating the value of a
loan payment
a. Calculate Erika's monthly payment for both options.
b. If you were advising Erika on her options, name at least 3 things other than the
monthly payment that she should take into consideration in making her decision.
Transcribed Image Text:2. Purchasing a Car Erika is weighing her options for transportation. She's narrowed them down to the following: Option A: buying a new car, requiring a loan to finance $18,000 at 1.9% interest compounded monthly over 60 months. Option B: buying a 6-year old, used car, requiring a loan to finance $6,000 at 3.6% interest compounded monthly over 48 months. PMT = P x (APR/n) / (1-(1+(APR/n))^ (-ny) Is the formula for calculating the value of a loan payment a. Calculate Erika's monthly payment for both options. b. If you were advising Erika on her options, name at least 3 things other than the monthly payment that she should take into consideration in making her decision.
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