price of product is reduced by 30% by what percentage should it be increased to make it 100%
Answers
Answer:
42.86% approx
Step-by-step explanation:
if initial price is Rs 100 and reduced price is Rs 70.
Then to make it 100 again, price should increase by 100*30/70= 300/7 % or 42.86% approx.
Given : Price of product is reduced by 30%
To find : By what percentage should it be increased to make it 100%?
Solution :
We can simply solve this mathematical problem by using the following mathematical process. (our goal is to calculate required percentage)
Let, the initial price of the product = Rs. 100
After getting reduced by 30% , the price becomes :
= Rs. [100 - (100 × 30%)]
= Rs. [100 - {100 × (30/100)}]
= Rs. (100 - 30)
= Rs. 70
The 100% of the money = Rs. 100
So, with the reduced amount of money (i.e. Rs. 70), we have to add Rs. 30 to get back 100% of the money (i.e. Rs. 100).
[70 + 30 = 100]
Now, we just need to calculate that, what percentage of Rs. 70 is equal to Rs. 30?
So, the required percentage will be :
= 100 × (30/70)
= 42.86% (approx.)
Hence, it should be increased by approximately 42.86% to make it 100%.