A mixture of milk and water contains 60% milk and remaining water. how much water should be added (in percentage) in mixture to reverse the ratio?
Answers
Answered by
14
milk = 60%
water = remaining
= 100 - 60
= 40%
milk : water = 60 : 40
water = remaining
= 100 - 60
= 40%
milk : water = 60 : 40
Answered by
9
in a mixture of milk n water
milk= 60%
n remaining means water = 40%
let the ratio of milk n water is 60/40=3:2
we have to reverse the ratio means
2:3
so first we add 20% of water to balance it
n then we add extra 30% water, so that the ratio will reverse
40%+20%+30%= 90%
let calculate ratio of milk n water now
60/90= 2:3
so the answer is u will add 50% of water more to reverse this ratio.
milk= 60%
n remaining means water = 40%
let the ratio of milk n water is 60/40=3:2
we have to reverse the ratio means
2:3
so first we add 20% of water to balance it
n then we add extra 30% water, so that the ratio will reverse
40%+20%+30%= 90%
let calculate ratio of milk n water now
60/90= 2:3
so the answer is u will add 50% of water more to reverse this ratio.
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