The age of mother and daughter are in The ratio 9:4 5 years ago the age of mother was 10 year more than twice the age of her daughter
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let x and y be the present age of mother and daughter
we have,
x/y = 9/4
=> x = 9y/4 -- (1)
from the given condition we get,
x-5 = 10 + 2(y-5)
=> x-5 = 10+ 2y-10
=> (9y/4) - 5 = 2y
=> (9y/4) - 2y = 5
=> (9y - 8y)/4 = 5
=> y/4 = 5
=> y = 20
putting y = 20 in (1)
x = (9×20)/4
=> x = 45
therefore the present ages of the mother and the daughter are 45 years and 20 years
we have,
x/y = 9/4
=> x = 9y/4 -- (1)
from the given condition we get,
x-5 = 10 + 2(y-5)
=> x-5 = 10+ 2y-10
=> (9y/4) - 5 = 2y
=> (9y/4) - 2y = 5
=> (9y - 8y)/4 = 5
=> y/4 = 5
=> y = 20
putting y = 20 in (1)
x = (9×20)/4
=> x = 45
therefore the present ages of the mother and the daughter are 45 years and 20 years
Answered by
1
Answer:
y= 20
x=45
Thank you
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