A father said to his son that his (father) age was 7 times his (son) age and his mothers age was 6 times his age 15 years before. If age of father is 5 years more than that of mother, then sum of their ages (all the three) at present will be
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Let the present age of father be 'x' and the present age of son be 'y'
then the present age of mother will be 'x-5'
X-15=7(y-15)
X-15=7y-105
X-7y= -90 __________(1)
(X-5-15)=6(y-15)
X-20=6y-90
X-6y= -70 ___________(2)
(2)-(1)
x-6y-(x-7y) = -70 - (-90)
X-6y-x+7y=20
Y=20
X-120= -80 ____ From (2)
X=40
Then the age of mother is 35
Then the sum of the ages of the three will be 20+40+35=95
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