Two numbers x and y are respectively 20% and 28% less than a third number z. by what percentage is the number y less than that of the number x?
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X=Z-20%
Y=Z-28% I think Y is 8% less than X
I think it will help you......
Y=Z-28% I think Y is 8% less than X
I think it will help you......
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cshetty:
let z=100,then x=80 and y=72. % Change=(80-72)/80*100=10%.
Answered by
11
Answer:
Step-by-step explanation:
Given : Two numbers x and y are respectively 20% and 28% less than a third number z.
To Find: by what percentage is the number y less than that of the number x?
Solution :
We are given two numbers x and y
Since x is 20% less than z
⇒x = z-20% ---1
Since y is 28% less than z
⇒y = z-28%----2
Subtract 1 from 2
⇒y-x = z-28% -(z-20%)
⇒y-x = z-28%-z+20%
⇒y-x = -8%
⇒y = x-8%
Thus y is 8 % less than x.
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