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The question asks how much Sunil saves per month, given that he saves \( \frac{2}{17} \) of his monthly salary, which is ₹ 51,000.

### Calculation:
- Sunil's monthly salary: ₹ 51,000
- The fraction of salary saved: \( \frac{2}{17} \)

To find the amount saved, we multiply the salary by the fraction:

\[
\text{Amount saved} = 51000 \times \frac{2}{17}
\]

Now let's calculate this.

\[
\text{Amount saved} = \frac{51000 \times 2}{17} = \frac{102000}{17} = 6000
\]

### Final Answer:
Sunil saves ₹ 6,000 per month.

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Would you like further details or have any questions? Here are 5 related questions:

1. What is the general formula to find a portion of a given amount?
2. How do you convert a fraction into a percentage to better understand savings?
3. How would the savings change if the fraction of salary saved were increased to \( \frac{3}{17} \)?
4. Can you apply this method if the salary is given in another currency?
5. What would happen if Sunil's salary increased by 10%?

**Tip:** Always verify calculations involving fractions by simplifying the equation to its basic components!

Sunil saves 2/17 of his monthly salary of ₹ 51,000 every month. How much amount does he save per month?

Learn how to calculate Sunil's savings when he saves 2/17 of his ₹51,000 monthly salary. This problem involves understanding fractions and basic multiplication. Perfect for students in Grades 6-8.

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