EASY
CAT
IMPORTANT
Earn 100

8 litres are drawn from a container containing juice and then filled with water. The operation is performed 3 more times. The ratio of the quantity of juice left and total solution is 81/625. How much juice the flask initially holds?
(a)
10
(b)
20
(c)
13
(d)
19
(e)
None of these

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Important Questions on Alligation and Mixture
EASY
CAT
IMPORTANT
A mixture contains brandy and water in the ratio . When of the mixture is taken out and of water is added to the mixture, the ratio of brandy and water becomes . What is the concentration of brandy in mixture at the beginning?

EASY
CAT
IMPORTANT
A mixture having and in the ratio . of the mixture is replaced by of and the new ratio becomes . What is the amount of present in the original mixture?

EASY
CAT
IMPORTANT
A container of is filled with spirit and water. per cent of spirit and per cent of water are taken out from the container. After this, it is found that the container is filled with per cent quantity of spirit and water. What is the original quantity of spirit and water in the vessel, respectively?

EASY
CAT
IMPORTANT
A mixture has milk and water in the ratio of and the other contains in the ratio of . What weight of mixture be mixed with mixture so as to make a new mixture of in weight with per cent milk?

HARD
CAT
IMPORTANT
The ratio of spirit and water in three containers of equal capacity is and , respectively. The three containers are mixed together. What is the ratio of spirit and water together?

EASY
CAT
IMPORTANT
A mixture of milk and water in a jar contains 28 L milk and 8 L water. X L milk and X L water is mixed in the mixture. If 40% of the new mixture is 20 L, then find the value of X.

HARD
CAT
IMPORTANT
Two casks of and are filled with mixtures of wine and water, the proportions in the two casks being respectively and . If the contents of the two casks are mixed and of water is added to the whole, what will be the proportion of wine to water in the final mixture?

MEDIUM
CAT
IMPORTANT
A barrel contains a mixture of wine and water in the ratio . How much fraction of the mixture must be drawn off and substituted by water so that the ratio of wine and water in the resultant mixture in the barrel becomes ?
