If the sum of the ages of a father and his son in years is 65 and twice the difference of their ages in years is 50, then the age of the father in year is??
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Let the age of son be y
let the age of father be x
x+y=65
and twice the difference of their age is 50 yrs
2(x+y)=50
2x+2y=50
x+y=65......1
2x-2y=50.......2
by elemination method adding 1 and 2
2(x+y=65)+2x-2y=50
therefore,
2x+2y=130
2x-2y=50
4x+0=180
x=180÷4
x=45
x+45=65
Therefore, 20 is son sage and 45 is father age.
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