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After graduation you decide to buy your first car. You decide you want to get a...

After graduation you decide to buy your first car. You decide you want to get a Toyota because it has a 5 year/50,000 mile warranty. You buy a 2019 Toyota Camry for $35,000 and finance the vehicle through a Bank. Today’s new car loans are 4.29% APR. a. (2 points) If you finance this car for 66 months, what is your monthly payment? b Create an amortization table showing monthly payment, monthly interest and monthly principle paid. After the first year (12 months), how much interest have you paid?

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(a) Monthly payment of loan=$596.27 Details as follows

A B C D 1 Constant Payment Mortgage or Equated Monthly Installments (EMI) 66 3 EMI is calculated using the formula EMI=[P*r*(

(b) Amortization schedule as follows:

I J K L M N O P Q (6) Shedule of amortization Month Beginning Monthly EMI Interest Principal End Interest balance interest co

H I J K 16 27753.25 0.003575 17 27256.20 0.003575 18 26757.38 0.003575 19 26256.77 0.003575 20 25754.37 0.003575 21 25250.18

Днік 40 15320.55 0.003575 41 14779.05 0.003575 42 14235.62 0.003575 43 13690.25 0.003575 44 13142.92 0.003575 45 12593.64 0.0

6991.67 0.003575 6420.39 0.003575 5847.08 0.003575 5271.72 0.003575 4694.30 0.003575 14114.81 0.003575 3533.26 0.003575 2949.

Total interest paid after 12 months is $1389  as shown in the colored raw of amortization schedule above (sum of interest component during the first 12 months).

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