a number increased by 20% and then decreased by 20 %. find the net increase or decrease percent
Answers
Answered by
768
Let the number be 100 %
It is given that first the number is increased by 20 %
Hence, 20 % of 100 % = (20/100) x (100/100)
= 20/100
= 20 %
So, increase in number = 100 % + 20 %
= 120 %
Also given that the number is decreased by 20 %
Hence, 20 % of 120 % = (20/100) x (120/100)
= 24/100
= 24 %
So, decrease in number = 120 % - 24 %
= 96 %
which shows that the net decrease in percent of the original number is 96%.
Hope it will help you.
It is given that first the number is increased by 20 %
Hence, 20 % of 100 % = (20/100) x (100/100)
= 20/100
= 20 %
So, increase in number = 100 % + 20 %
= 120 %
Also given that the number is decreased by 20 %
Hence, 20 % of 120 % = (20/100) x (120/100)
= 24/100
= 24 %
So, decrease in number = 120 % - 24 %
= 96 %
which shows that the net decrease in percent of the original number is 96%.
Hope it will help you.
Answered by
1332
Let the number to = 100
Increase in the number= 20% of 100
= (20/100)×100= 20
Increased Number = 100 + 20= 120
The resulting number decreased by 20%
Decrease in the number= (20/100)×120))= 12×2=24
New number= 120-24 = 96
Now, net decrease =100-96 = 4
Net %Decrease = (net decrease/ Original number × 100) %
=( ( 4/ 100 )×100) %
= 4%.
Hence, net percent decrease= 4%
==================================================================
Hope this will help you....
Increase in the number= 20% of 100
= (20/100)×100= 20
Increased Number = 100 + 20= 120
The resulting number decreased by 20%
Decrease in the number= (20/100)×120))= 12×2=24
New number= 120-24 = 96
Now, net decrease =100-96 = 4
Net %Decrease = (net decrease/ Original number × 100) %
=( ( 4/ 100 )×100) %
= 4%.
Hence, net percent decrease= 4%
==================================================================
Hope this will help you....
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