the age of the father is thrice the sum of ages of his three children. after 3 years his age will be only double of the sum of his three children. find the present age of the father
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Answer:
45 years
Step-by-step explanation:
Let age of father = x
Let sum of ages of 3 children = y
Then,
x=3y and (x+3)=2(y+9) [3(3);all children]
x-3y=0 → (1) x-2y=15 → (2)
Subtract (1) from (2)
x-2y-(x-3y)=15-0
y=15 years
Substitute this value in (1)
x-3(15)=0
∴ x=45 years
So, present age of father is 45 years.
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