The present age of rohan is 1/5 times his mother's age . 5 years later his age will be 1/3 times his mother's age of that time. find their present age
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Answered by
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let the present age of Rohan be x
and his mother's age be y
X=(1÷5) y
five year later
X=(X+5) and y=(y+5)
x+5=(1÷3)(y+5)
put X=(1÷5) you will get the answer as
X=5, y=25.
and his mother's age be y
X=(1÷5) y
five year later
X=(X+5) and y=(y+5)
x+5=(1÷3)(y+5)
put X=(1÷5) you will get the answer as
X=5, y=25.
Answered by
3
Define x:
Let Rohan be x years old
Mother = 5x years old
Express their age 5 years later:
Rohan = x + 5
Mother = 5x + 5
Solve x:
Rohan will be 1/3 times his mother's age
x + 5 = 1/3 (5x + 5)
3(x + 5) = (5x + 5)
3x + 15 = 5x + 5
2x = 10
x = 5
Find their present age:
Rohan = x = 5 years old
Mother = 5x = 5(5) = 25 years old
Answer: Rohan is 5 years old and his Mother is 25 years old
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