If Suresh borrows Rs. 36000 from Mahesh at rate of interest 6% S.I, at the end of four years how much interest Suresh has to pay along with principal amount?
A. Rs. 12560
B. Rs. 12960
C. Rs. 13500
D. Rs. 14500 solve the problem and give me answer in hinglish language

We can solve this problem using the formula for Simple Interest (S.I.).

**Simple Interest (S.I.) formula:**
\[
\text{S.I.} = \frac{P \times R \times T}{100}
\]
where:
- \(P\) is the Principal amount,
- \(R\) is the Rate of interest,
- \(T\) is the Time period.

Given values:
- \(P = 36,000 \, \text{Rs}\),
- \(R = 6\%\),
- \(T = 4 \, \text{years}\).

Now, substitute the values into the formula:

\[
\text{S.I.} = \frac{36,000 \times 6 \times 4}{100}
\]

Calculating:

\[
\text{S.I.} = \frac{8,64,000}{100} = 8,640 \, \text{Rs}
\]

So, Suresh will have to pay Rs. 8,640 as interest.

**Total amount to be paid** (Principal + Interest):
\[
\text{Total} = 36,000 + 8,640 = 44,640 \, \text{Rs}
\]

But the question asks how much interest along with the principal, so he has to pay Rs. 44,640.

Thus, the **correct option is none of the given choices**. However, if only interest is needed, the amount is **8,640 Rs.**

Aapko samajh aaya?

Yeh rahe kuch sawaal jo aap kar sakte hain:
1. Simple interest aur compound interest mein kya farak hota hai?
2. Agar rate of interest badh jaye, toh total payment pe kya asar hoga?
3. Agar Suresh ne paise 5 saal ke liye borrow kiye hote, toh kya interest hota?
4. Kaise hum annual interest ka monthly breakdown kar sakte hain?
5. Agar principal amount kam hota, toh interest pe kya asar hota?

**Tip:** Simple interest mein, principal, rate, aur time directly proportionate hote hain.

Learn how to calculate simple interest with a problem involving a principal amount of Rs. 36,000 borrowed at 6% per annum for 4 years. Understand the formula SI = (P * R * T) / 100 and solve for the interest amount. Find out the total payment including principal and interest. Explore related questions about the difference between simple interest and compound interest, the impact of increased interest rates on total payment, and more.

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