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If the simple interest for 5 years is equal to 25% of the principal, then the interest will be equal to the principal after _________ years.
20
30
25
22
- Simple interest (SI) for 5 years is 25% of the principal.
- This implies SI = 0.25P in 5 years, where P is the principal.
- Therefore, annual interest rate (R) is \( \frac{0.25P}{5} = 0.05P \) or 5%.
- We need to find the number of years when the interest equals the principal.
- Set equation: \( \text{SI} = \text{Principal} \)
- Given that SI for 5 years is 0.25P, we scale to full P: \( t \times 0.05P = P \)
- Solving for \( t \): \( t = \frac{P}{0.05P} = 20 \) years.
- Option 1: 20
- Option 2: 30
- Option 3: 25
- Option 4: 22
By: Parvesh Mehta ProfileResourcesReport error
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