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9. Sean plans to buy a new tablet for \( \$ 315 \). The store offers him an interest- free payment plan that allows him to pay in monthly installments of \( \$ 25 \). a) How much will Sean still owe after one payment? b) Explain in words how the amount owed depends on the number of payments made. Then write an equation for calculating the amount owed \( a \) for any number of payments \( \boldsymbol{n} \). After three payments? - payments?

Ask by Moran Stanley. in the United States
Jan 23,2025

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After one payment, Sean owes \$290. The amount owed decreases by \$25 for each payment. The equation to calculate the amount owed \( a \) after \( n \) payments is \( a = 315 - 25n \). After three payments, Sean owes \$240.

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Beyond the Answer

After one payment of \( \$ 25 \), Sean will owe \( \$ 315 - \$ 25 = \$ 290 \). The amount owed decreases as Sean makes payments over time. For every \( \$ 25 \) he pays, the remaining balance reduces by that same amount. So, the equation to calculate the amount owed \( a \) after making \( n \) payments is: \[ a = 315 - 25n. \] After three payments, substituting \( n = 3 \): \[ a = 315 - 25(3) = 315 - 75 = 240, \] which means Sean will owe \( \$ 240 \) after three payments.

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