If 11 percentage what us included in the price find the original price of a TV set which is bought for rupees 22000

To find the original price of the TV set before the 11% tax was included, you can follow these steps:

Let the original price of the TV set be \( x \).

Since 11% tax is included in the final price, the total price becomes 111% of the original price. This means:
\[
\text{Final Price} = 1.11 \times x
\]
We know the final price is ₹22,000, so:
\[
22000 = 1.11 \times x
\]
Now, solve for \( x \):
\[
x = \frac{22000}{1.11} \approx 19819.82
\]

So, the original price of the TV set is approximately ₹19,819.82.

Would you like more details on how this was calculated or any further questions?

Here are 5 related questions:
1. How do you calculate the final price if the tax rate changes?
2. What would be the price if 15% tax was added instead?
3. How do you find the tax amount separately from the total price?
4. What is the reverse percentage formula used here called?
5. How do you calculate percentages in different scenarios?

**Tip**: Always divide by \(1 + \text{tax rate}\) when finding the original price if the tax is included in the total.

If 11 percentage what is included in the price, find the original price of a TV set which is bought for rupees 22000.

Learn how to calculate the original price of a TV set when 11% tax is included in the final price of ₹22,000. This detailed solution explains the percentage formula used and shows step-by-step how to solve for the original price, making it ideal for students in Grades 6-8.

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