If the principal is $15000 and the bankers discount is $2250, what is the rate o

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Question: If the principal is $15000 and the bankers discount is $2250, what is the rate of interest?

Options:

Correct Answer: 10%

Solution:

Rate = (Bankers Discount × 100) / (Principal × Time) = (2250 × 100) / (15000 × 1) = 15%.

If the principal is $15000 and the bankers discount is $2250, what is the rate of interest?

If the principal is $15000 and the bankers discount is $2250, what is the rate of interest?

Correct Answer: 15%

Step 1: Identify the principal amount, which is $15000.
Step 2: Identify the bankers discount, which is $2250.
Step 3: Understand that the formula to find the rate of interest is: Rate = (Bankers Discount × 100) / (Principal × Time).
Step 4: Assume the time period is 1 year (since it is not given).
Step 5: Substitute the values into the formula: Rate = (2250 × 100) / (15000 × 1).
Step 6: Calculate the denominator: 15000 × 1 = 15000.
Step 7: Calculate the numerator: 2250 × 100 = 225000.
Step 8: Divide the numerator by the denominator: 225000 / 15000 = 15.
Step 9: The result is 15, which means the rate of interest is 15%.

Bankers Discount – The bankers discount is the interest deducted in advance on a loan, calculated based on the principal and the time period.
Rate of Interest Calculation – The rate of interest can be calculated using the formula involving bankers discount, principal, and time.