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The simple interest of money is 3/16 of it. If the number of years is 3 times of number
representing the rate percent, find the rate of interest.?
Verified Answer
The simple interest of money is 3/16 of it. If the number of years is ...
The rate of interest is 15%.
The simple interest on an amount of money is equal to the principal (the original amount of money) multiplied by the interest rate (expressed as a percentage) and the time period (expressed in years). If the simple interest is 3/16 of the principal, then the formula for calculating the interest rate is given by:
Interest rate = (Simple interest / Principal) * (100 / Time period)
Substituting the given values, we get:
Interest rate = (3/16) * (100 / 3)
= 15%
Therefore, the rate of interest is 15%.
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The simple interest of money is 3/16 of it. If the number of years is ...
Problem: The simple interest of money is 3/16 of it. If the number of years is 3 times of number representing the rate percent, find the rate of interest.

Solution:

Let's assume the Principal as P.

Given, Simple Interest (SI) = 3/16 P

Let the rate of interest be R% and the time be T years.

We know that, SI = (P * R * T) / 100

Therefore, (P * R * T) / 100 = 3/16 P

Simplifying the equation, we get:

R * T = 3/16 * 100

R * T = 18.75

Also, T = 3R (Given)

Substituting T in the above equation, we get:

R * 3R = 18.75

3R^2 = 18.75

R^2 = 6.25

R = 2.5 or -2.5 (ignoring the negative value)

Therefore, the rate of interest is 2.5%.

Answer: The rate of interest is 2.5%.
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The simple interest of money is 3/16 of it. If the number of years is 3 times of numberrepresenting the rate percent, find the rate of interest.?
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