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Glucose solution containing 6% glucose and rest water, is mixed with water. One third ofthe quantity of the solution obtained is drained out and replaced by juice which has 10% fruit concentrate and rest water. If water now accounts for 94% of the total solution, what isthe ratio of glucose and fruit concentrate?
- a)2 : 5
- b)3 : 5
- c)4 : 5
- d)Cannot be determined
Correct answer is option 'C'. Can you explain this answer?
Most Upvoted Answer
Glucose solution containing 6% glucose and rest water, is mixed with ...
To solve this problem, let's assume that the initial quantity of the glucose solution is 100 units. Therefore, there are 6 units of glucose and 94 units of water in the initial solution.
After one-third of the solution is drained out, the quantity of solution remaining is 2/3 * 100 = 66.67 units. At this point, there are still 6 units of glucose, but the amount of water has reduced to 94/3 * 2 = 62.67 units.
Now, this remaining solution is mixed with juice. Let's assume that the quantity of juice added is J units. Therefore, the total quantity of the new solution is 66.67 + J units.
After mixing, we know that water accounts for 94% of the total solution. This means that the amount of water in the new solution is 0.94 * (66.67 + J) units.
Since the juice has 10% fruit concentrate, the amount of fruit concentrate in the new solution is 0.10 * J units.
Now, we can set up an equation based on the information given:
0.94 * (66.67 + J) = 62.67
0.94 * J = 62.67 - 0.94 * 66.67
0.94 * J = 62.67 - 62.67
0.94 * J = 0
From this equation, we can see that J = 0. Therefore, there is no juice added to the solution, and the ratio of glucose to fruit concentrate is 6:0, which simplifies to 6:0 or simply 6:0.
Since the ratio of 6:0 is equivalent to any non-zero ratio, we cannot determine the ratio of glucose to fruit concentrate. Therefore, the correct answer is option d) Cannot be determined.
After one-third of the solution is drained out, the quantity of solution remaining is 2/3 * 100 = 66.67 units. At this point, there are still 6 units of glucose, but the amount of water has reduced to 94/3 * 2 = 62.67 units.
Now, this remaining solution is mixed with juice. Let's assume that the quantity of juice added is J units. Therefore, the total quantity of the new solution is 66.67 + J units.
After mixing, we know that water accounts for 94% of the total solution. This means that the amount of water in the new solution is 0.94 * (66.67 + J) units.
Since the juice has 10% fruit concentrate, the amount of fruit concentrate in the new solution is 0.10 * J units.
Now, we can set up an equation based on the information given:
0.94 * (66.67 + J) = 62.67
0.94 * J = 62.67 - 0.94 * 66.67
0.94 * J = 62.67 - 62.67
0.94 * J = 0
From this equation, we can see that J = 0. Therefore, there is no juice added to the solution, and the ratio of glucose to fruit concentrate is 6:0, which simplifies to 6:0 or simply 6:0.
Since the ratio of 6:0 is equivalent to any non-zero ratio, we cannot determine the ratio of glucose to fruit concentrate. Therefore, the correct answer is option d) Cannot be determined.
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Glucose solution containing 6% glucose and rest water, is mixed with ...
We start at the stage when one third of the solution is removed and replaced with fruit concentrate solution. Assume that the fruit concentrate solution is 100 ml in quantity, which is one third of the total solution so total solution must be 300 ml in volume. Also 10% i.e. 10 ml of this fruit concentrate solution added should be fruit concentrate. So the final solution has 10 ml of fruit concentrate. Also since final solution contains 94% water, which is 94 X 3 = 282 ml. Out of 300 ml, 282 ml is water and 10 ml is fruit concentrate, so glucose should be 300 - 282 - 10 = 8 ml. Required ratio therefore is 8 : 10 or 4 : 5.
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Glucose solution containing 6% glucose and rest water, is mixed with water. One third ofthe quantity of the solution obtained is drained out and replaced by juice which has 10% fruit concentrate and rest water. If water now accounts for 94% of the total solution, what isthe ratio of glucose and fruit concentrate?a)2 : 5b)3 : 5c)4 : 5d)Cannot be determinedCorrect answer is option 'C'. Can you explain this answer?
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Glucose solution containing 6% glucose and rest water, is mixed with water. One third ofthe quantity of the solution obtained is drained out and replaced by juice which has 10% fruit concentrate and rest water. If water now accounts for 94% of the total solution, what isthe ratio of glucose and fruit concentrate?a)2 : 5b)3 : 5c)4 : 5d)Cannot be determinedCorrect answer is option 'C'. Can you explain this answer? for CAT 2025 is part of CAT preparation. The Question and answers have been prepared according to the CAT exam syllabus. Information about Glucose solution containing 6% glucose and rest water, is mixed with water. One third ofthe quantity of the solution obtained is drained out and replaced by juice which has 10% fruit concentrate and rest water. If water now accounts for 94% of the total solution, what isthe ratio of glucose and fruit concentrate?a)2 : 5b)3 : 5c)4 : 5d)Cannot be determinedCorrect answer is option 'C'. Can you explain this answer? covers all topics & solutions for CAT 2025 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Glucose solution containing 6% glucose and rest water, is mixed with water. One third ofthe quantity of the solution obtained is drained out and replaced by juice which has 10% fruit concentrate and rest water. If water now accounts for 94% of the total solution, what isthe ratio of glucose and fruit concentrate?a)2 : 5b)3 : 5c)4 : 5d)Cannot be determinedCorrect answer is option 'C'. Can you explain this answer?.
Glucose solution containing 6% glucose and rest water, is mixed with water. One third ofthe quantity of the solution obtained is drained out and replaced by juice which has 10% fruit concentrate and rest water. If water now accounts for 94% of the total solution, what isthe ratio of glucose and fruit concentrate?a)2 : 5b)3 : 5c)4 : 5d)Cannot be determinedCorrect answer is option 'C'. Can you explain this answer? for CAT 2025 is part of CAT preparation. The Question and answers have been prepared according to the CAT exam syllabus. Information about Glucose solution containing 6% glucose and rest water, is mixed with water. One third ofthe quantity of the solution obtained is drained out and replaced by juice which has 10% fruit concentrate and rest water. If water now accounts for 94% of the total solution, what isthe ratio of glucose and fruit concentrate?a)2 : 5b)3 : 5c)4 : 5d)Cannot be determinedCorrect answer is option 'C'. Can you explain this answer? covers all topics & solutions for CAT 2025 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Glucose solution containing 6% glucose and rest water, is mixed with water. One third ofthe quantity of the solution obtained is drained out and replaced by juice which has 10% fruit concentrate and rest water. If water now accounts for 94% of the total solution, what isthe ratio of glucose and fruit concentrate?a)2 : 5b)3 : 5c)4 : 5d)Cannot be determinedCorrect answer is option 'C'. Can you explain this answer?.
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