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The original price of an almirah is 8500 the price is increased by 10% by what percent should the price the be decrease so that the final price is the same as the original price?
Most Upvoted Answer
The original price of an almirah is 8500 the price is increased by 10%...
Solution:


Calculation of Increased Price:



















Original Price ₹8500
Increased Percentage 10%
Increased Amount ₹8500 x 10/100 = ₹850
Final Price ₹8500 + ₹850 = ₹9350


Calculation of Decreased Percentage:


Let the required percentage be x%.

Then, the decreased price = ₹8500 + ₹8500x/100.

According to the question, the final price should be the same as the original price.

Therefore, the decreased price should be equal to ₹8500.

₹8500 + ₹8500x/100 = ₹8500

₹8500x/100 = 0

x = 0%

Therefore, the price should be decreased by 0% so that the final price is the same as the original price.

Explanation:


- The original price of an almirah is ₹8500.

- The price is increased by 10%.

- The increased amount is calculated by multiplying the original price by 10/100.

- The final price is calculated by adding the increased amount to the original price.

- To find the percentage by which the price should be decreased so that the final price is the same as the original price, we assume the required percentage to be x%.

- The decreased price is calculated by adding the original price to the original price multiplied by x/100.

- Equating the decreased price to the original price, we find that x=0%.

- Therefore, the price should be decreased by 0% so that the final price is the same as the original price.
Community Answer
The original price of an almirah is 8500 the price is increased by 10%...
10%
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