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Two beakers are on the table. The capacity of the first beaker is x litres and that of the second beaker is 2x litres. Two thirds of the first beaker and one fourth of the second beaker is filled with wine. The remaining space is filled with water. If the content in both the beakers are mixed in a large beaker of volume 3x litres, what is the proportion of wine in the beaker?
Read Solution (Total 5)
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- 1st beaker:
wine:x*2/3 lit.
water:x*1/3 lit.
2nd beaker:
wine:2x*1/4 lit.
water:2x*3/4x lit.
3rd beaker:
wine:(2x*1/4+x*2/3)=x*7/6 lit.
water:(2x*3/4+x*1/3)=x*11/6 lit.
So in third beaker proportion of wine is:(x*7/6)/3x =7/18 - 12 years agoHelpfull: Yes(43) No(2)
- consider x=60
1st beaker:
60*2/3=40L wine
2nd beaker:
120*1/4=30L wine
60+120=180L BEAKER(3RD BEAKER)
TOTAL WINE 40+30=70L WINE
SO 180L beaker have 70L wine
so 70/180=7/18 - 12 years agoHelpfull: Yes(12) No(1)
- 1st beaker:
wine:x*2/3 lit.
water:x*1/3 lit.
2nd beaker:
wine:2x*1/4 lit.
water:2x*3/4x lit.
3rd beaker:
wine:(2x*1/4+x*2/3)=x*7/6 lit.
water:(2x*3/4+x*1/3)=x*11/6 lit.
So in third beaker proportion of wine is:7/18 - 12 years agoHelpfull: Yes(4) No(0)
- 2x/3 + x/4 =11x/12
3x-11x/12 = 25x/12
11:25 - 12 years agoHelpfull: Yes(1) No(12)
- 7/18
let x is 90 lit
in first beaker 2/3 wine = 60 lit
in second beaker 1/4 wine = 45 lit
third beaker is of 3x i.e 270 lit capacity
adding 60 lit from 1st ,45 lit from 2nd beaker =105 lit
then proportion of wine in 3rd beaker is 105/210
i.e 7/18 - 8 years agoHelpfull: Yes(0) No(2)
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