ALEKS: Serena Jones Done Ratios, Proportions, and Percents Computing the total cost and interest for a loan \( 0 / 5 \) Serena Español To pay for an \( \$ 18,100 \) truck, Leila made a down payment of \( \$ 4500 \) and took out a loan for the rest. On the monthly payments of \( \$ 301.04 \) for 4 years. (a) What was the total amount Leila ended up paying for the truck (including the down payment and monthly payments)? \( \$ \) \( \square \) (b) How much interest did Leila pay on the loan? \( \$ \) \( \square \)
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To find the total amount Leila ended up paying for the truck, you first sum up her down payment and the total of her monthly payments. Since she paid \( \$ 301.04 \) per month for 4 years, that totals \( 301.04 \times 48 = 14,452.92 \). Adding her down payment of \( \$ 4500 \), Leila's total payment is \( 14,452.92 + 4500 = 18,952.92 \). Now, to calculate how much interest Leila paid on the loan, you need to figure out the total amount financed. The amount financed is the sale price minus the down payment: \( 18,100 - 4,500 = 13,600 \). The interest is the total amount paid minus the principal amount borrowed, so: \( 18,952.92 - 13,600 = 5,352.92 \). Thus, Leila paid \( \$ 5,352.92 \) in interest on the loan. Answers: (a) \( \$ 18,952.92 \) (b) \( \$ 5,352.92 \)
