the age of father is 4times age of his son. 5 years hence the age of father will be 3times the age of his son find their present ages
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Answered by
1
Answer:
present age of the son is 10 years and that of the father is 40 years
Step-by-step explanation:
let the present ages of the father and the son be x and y respectively
x=4y
x-4y=0. (eq 1)
x+5= 3(y+5)
x-3y=10. (eq2)
x-4y=0
x-3y=10
using elimination, we get,
y=10 years
now,
x= 4y
= 40 years
Answered by
2
age of son = x
age of father= 4x
after 5 year the age of father will be 4x+5
and age of son will be x+5
a.q. 4x+5=3(x+5)
= 4x+5=3x+15
=4x-3x=15-5
=x=10.
age of son is 10 now and father is 40 now.
verify.
now age of son to pa is 10 to 40 I.e. pa is 4x after 5 years son will be 15 and pa 45 I.e. 3x.
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