A person is 5 years older than his wife. His wife is 4 times as old as his son. After 5 years, son's age will be 12 years. What is the present age of the person?
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A man is 5 years older than his wife and the wife is now 4 as old as their son, who is 12 years old. How old was the man when his daughter was born?
Given that, man is 5 years older than his wife and wife is 4 as old as daughter.
Daughter is 12 years old.
Let the man's age be M, wife's age be W and daughter's age be D.
Thus according to given condition,
we have
M=W+5 ....
(1),
W=3D ....
(2)
and D=12 ....
(3)
Putting d=12 in equation
(2), we get
W=3D=3×12=60
Put W=60 in equation
(1), we get
M=W+5=60+5=65
So, man's age when his daughter was born will be 65−10=55 years.
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