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A mixture of 125 gallon of wine and water contains 20% water. How much water must be added to the mixture in order to increase the percentage of water to 25% of the new mixture? a10gal b6.25gal c8.33gal d6.5gal Solve within 2 min only. CAT online practise tests question & answers in Profit And Loss, A mixture of 125 gallons of wine and water contains 20% water. How much water must be added to the mixture in order to increase the percentage, of water to 25% of the new mixture? Quantitative aptitude questions and answers, Arithmetic aptitude, Mixture and Alligation, solved examples. 2007-12-18 · The concoction? A mixture that included 250 gallons of brandy, 125 gallons of Malaga wine, 1,400 pounds of sugar, 2,500 lemons, 20 gallons of lime juice, and 5 pounds of nutmeg. A series of bartenders actually paddled around in a small wooden canoe, filling up guests' cups.

125 gallons of a mixture contains 20% water What amount of additional water should be added such that water content be raised to 25% please answer. Because we'll add more water into the original mixture, then the no. of gallons of wine is unchanged. In the original 125 gallons of mixture, 20% is water, thus 80% is wine. Q.4 A mixture of 125 gallons of wine and water contains 20% water. How much water must be added to the mixture in order to increase the percentage of water to 25% of the new mixture? a 10 gals b 8.5 gals c 8 gals d 8.33 gals.

This solution to the problem assumes that volume is conserved. This is not always true in the real world but is usually assumed to be true in schoolwork. You have in the mixture now 20% of 125 or 25 gallons of water. Let X be the amount of water t. 125 gallons of a mixture contains 20% water. what amount of additional water should be added such that water content is raised to 25%. SolutionBy Examveda Team In the original 125 gallons of mixture, 20% is water, thus 80% is wine. 2016-01-01 · This is basic math. Out of the 125 gallons of the mixture, 20% is water, so there are 125 0.2 = 25 gallons of water. If we want to raise the water content to 25%, we would need 25% of 125 gallons, which is 125.25 = 31.25 gallons of water. AVERAGES – MIXTURES – ALLIGATION Average: - Average is a simple way to express an. 4.125 e Rs. 4.25 15. A mixture of 125 gallons of wine and water contains 20% of water. water is taken out of it and replaced by wine. The process is repeated again.

4.In 125 gallons we have 25 gallons water and 100 gallons wine. To increase the percentage of water to 25%, we need to reduce the percentage of wine to 75%. This means that 100 gallons of wine = 75% of the new mixture. Thus the total mixture = 133.33 gallons.