Math, asked by sinnim8741, 9 months ago

If 60% of (x-y) = 20% (x+y) then what percent of x is y ?

Answers

Answered by Anonymous
4

Answer:

Therefore, 50% of x is y

Step-by-step explanation:

Given : Expression  60% of (x-y) = 20% (x+y)

To find : What percent of x is y ?

Solution :

60% of (x-y) = 20% (x+y)

60 / 100 (x - y) = 20 / 100 (x + y)

60 (x - y) = 20 (x + y)

60x - 60y = 20x + 20y

40x = 80y

40/80 x = y

1/2 x = y

50/100 x = y

Therefore, 50% of x is y.

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