Calculate the compound interest rate charged on a loan that was paid off in 16 months with monthly installments of Ksh. 2100, a cash price of Ksh. 28000, and a down payment of Ksh. 6000.

Here are the solutions to your problems: 14. Compound Interest Rate Step 1: Calculate the total amount paid in installments. Total installments = 16 months × Ksh. 2100/month = Ksh. 33600 Step 2: Calculate the amount financed (principal, P). Amount financed = Cash price - Down payment; Amount financed = Ksh. 28000 − Ksh. 6000 = Ksh. 22000; Step 3: Use the compound interest formula $A = P(1+r)^

Calculate the compound interest rate charged on a loan that was paid off in 16 months with monthly installments of Ksh. 2100, a cash price of Ksh. 28000, and a down payment of Ksh. 6000.

Here are the solutions to your problems: 14. Compound Interest Rate Step 1: Calculate the total amount paid in installments. Total installments = 16 months × Ksh. 2100/month = Ksh. 33600 Step 2: Calculate the amount financed (principal, P). Amount financed = Cash price - Down payment; Amount financed = Ksh. 28000 − Ksh. 6000 = Ksh. 22000; Step 3: Use the compound interest formula $A = P(1+r)^

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Here are the solutions to your problems:

14. Compound Interest Rate

Calculate the total amount paid in installments.
Total installments = $16 \text{ months} \times \text{Ksh. } 2100/\text{month} = \text{Ksh. } 33600$
Calculate the amount financed (principal, P).
Amount financed = Cash price - Down payment
Amount financed = $\text{Ksh. } 28000 - \text{Ksh. } 6000 = \text{Ksh. } 22000$
Use the compound interest formula $A = P(1+r)^

Calculate the compound interest rate charged on a loan that was paid off in 16 months with monthly installments of Ksh. 2100, a cash price of Ksh. 28000, and a down payment of Ksh. 6000.

Step-by-step solution

Calculate the total amount paid in installments.

Calculate the amount financed (principal, P).

Use the compound interest formula $A = P(1+r)^

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