a father is 28 years older than the son .in 5 years,the fathers age will be 7 years more than twice that of a son .find the present ages.
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Answered by
42
Hii Mate !!
Here is your answer :
Solution :
Let present ages of Father and son be X and Y year's.
Father age = Son age + 28 [ Given ]
X = Y + 28 -----(1)
And,
After 5 years age of father = 2 ( After 5 years age of son ) + 7 .
X + 5 = 2( y + 5 ) + 7
x + 5 = 2y + 10 + 7
x - 2y = 12 ------(2)
Substitute the value of X in equation (2) , we get
x - 2y = 12
y + 28 - 2y = 12
-y = 12 - 28
-y = -16
y = 16.
Putting the value of Y in equation (1) , we get
x = y + 28 = 16 + 28
x = 44.
Hence,
Age of father = X =
44 years.
And,
Age of son = Y = 16. year's.
♥ Hope it helps you ♥
By Rishi 403.
BeBrainly..
Here is your answer :
Solution :
Let present ages of Father and son be X and Y year's.
Father age = Son age + 28 [ Given ]
X = Y + 28 -----(1)
And,
After 5 years age of father = 2 ( After 5 years age of son ) + 7 .
X + 5 = 2( y + 5 ) + 7
x + 5 = 2y + 10 + 7
x - 2y = 12 ------(2)
Substitute the value of X in equation (2) , we get
x - 2y = 12
y + 28 - 2y = 12
-y = 12 - 28
-y = -16
y = 16.
Putting the value of Y in equation (1) , we get
x = y + 28 = 16 + 28
x = 44.
Hence,
Age of father = X =
44 years.
And,
Age of son = Y = 16. year's.
♥ Hope it helps you ♥
By Rishi 403.
BeBrainly..
Answered by
6
heyy
hope it's useful
thank me
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