A man takes loan 15,000 Rs. After 5 years he repay 22,125 Rsfor loan. Find rate of interest. About the author Aubrey
Given: Principal = Rs. 15000 Amount = Rs. 22125 Time = 5 years What To Find: We have to find – The rate of the interest. How To Find: To find we have to – First, find the simple interest using a precise formula. Next, find the rate of interest using a definite formula. Solution: Finding the simple interest. We know that – → Amount = Principal + Simple Interest Substitute the values, → 22125 = 15000 + Simple Interest Take 15000 to LHS, → 22125 – 15000 = Simple Interest Subtract the values in LHS, → Rs. 7125 = Simple Interest Finding the rate of interest. We know that – → Simple Interest = (Principal × Rate × Time) ÷ 100 Substitute the values, → 7125 = (15000 × Rate × 5) ÷ 100 Multiply 15000 with 5, → 7125 = (75000 × Rate) ÷ 100 Cancel the zeros, → 7125 = 750 × Rate Take 750 to LHS, → 7125 ÷ 750 = Rate Divide 7125 by 750, → 9.5 % = Rate Final Answer: ∴ Thus, the rate of interest is 9.5 % Reply
Given:
What To Find:
We have to find –
How To Find:
To find we have to –
Solution:
We know that –
→ Amount = Principal + Simple Interest
Substitute the values,
→ 22125 = 15000 + Simple Interest
Take 15000 to LHS,
→ 22125 – 15000 = Simple Interest
Subtract the values in LHS,
→ Rs. 7125 = Simple Interest
We know that –
→ Simple Interest = (Principal × Rate × Time) ÷ 100
Substitute the values,
→ 7125 = (15000 × Rate × 5) ÷ 100
Multiply 15000 with 5,
→ 7125 = (75000 × Rate) ÷ 100
Cancel the zeros,
→ 7125 = 750 × Rate
Take 750 to LHS,
→ 7125 ÷ 750 = Rate
Divide 7125 by 750,
→ 9.5 % = Rate
Final Answer:
∴ Thus, the rate of interest is 9.5 %