Answer: 28
Explanation:
Let the present age of George be = x years
and present age of her daughter is = y years
4 years ago,
George age be = x - 4
Daughter age be = y - 4
After four years,
George age be = x +4
Daughter age be = y+ 4
Substitute the value of x in equation 2
➡
Value of y put in equation 1
➡x= 28
So, the present age of George is 28 years and his daughter's age is 4 years.