The age of the father is equal to the sum of the ages of six children after 15 years twice the age of the father will be the sum of the ages of his children find the age of the father
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Suppose the sum of the ages of the children is x and age of father is y
So according to the given conditions
y = x
and 2(y+15) = (x+90)
=> 2(x + 15) = (x+90)
=> 2x + 30 = x + 90
=> x = 60
Fathers age is y = x = 60 yrs
Hope This helps :)
So according to the given conditions
y = x
and 2(y+15) = (x+90)
=> 2(x + 15) = (x+90)
=> 2x + 30 = x + 90
=> x = 60
Fathers age is y = x = 60 yrs
Hope This helps :)
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