solve 13th one ....fast with full solution....
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answer is 25
Given A+B=61
So if we take B as 25 then
A+B=61
A+25=61
A=61-25
A=36
Hence
A+B is 61
Given A+B=61
So if we take B as 25 then
A+B=61
A+25=61
A=61-25
A=36
Hence
A+B is 61
elbert21:
this is the rechecking not the solution
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25 years old.
let A s present age X
B s present age = 61-X
According to Question
when A was 61-X year old B was 4 years less than half of A s present age.
difference between A s past age and present age
X-(61-X) =(-61+2X)
as A s age is decreased by 2X-61
similarly B s age is also decreased by 2X-61
means
B s age was (61-X)- (2X-61) = -3X+122
ATQ
-3X +122 = (A 's present age /2) -4
-3X+122 = X/2 -4
126= X/2 + 3X
7X/2 =126
X=36
So B s present age is (61-X)= 61-36 =25 years.
let A s present age X
B s present age = 61-X
According to Question
when A was 61-X year old B was 4 years less than half of A s present age.
difference between A s past age and present age
X-(61-X) =(-61+2X)
as A s age is decreased by 2X-61
similarly B s age is also decreased by 2X-61
means
B s age was (61-X)- (2X-61) = -3X+122
ATQ
-3X +122 = (A 's present age /2) -4
-3X+122 = X/2 -4
126= X/2 + 3X
7X/2 =126
X=36
So B s present age is (61-X)= 61-36 =25 years.
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