Four years ago,a father was thrice as old as his son.eight years hence,the
Answers
Answered by
1
Let son's age 4 years ago be x years.
Thus, father's age at that time = 3x years.
After 8 years, son's age = (x+4) +8 = (x+12) years.
After 8 years, father's age = (3x+4)+8 = (3x+12) years
2(x+12)=3x+12
3x+12=2x+24
x=12
Present age of son = 12 + 4 = 16
Present age of father = 40
Thus, father's age at that time = 3x years.
After 8 years, son's age = (x+4) +8 = (x+12) years.
After 8 years, father's age = (3x+4)+8 = (3x+12) years
2(x+12)=3x+12
3x+12=2x+24
x=12
Present age of son = 12 + 4 = 16
Present age of father = 40
Answered by
0
Father's age be x
Son's age be y,
So, equation becomes,
3x-4 = y+8-4
3x-4 =y+4
Son's age be y,
So, equation becomes,
3x-4 = y+8-4
3x-4 =y+4
Similar questions