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30 litres of milk is mixed with 15 litres of water to form a mixture; after this, 30 litres of this mixture is mixed with 10 litres of water to form another mixture. Now, 16 litres of this new mixture is mixed with 10 litres of pure milk and 4 litres of water to form the final mixture. What is the percent profit earned after selling the final mixture?
Given below are the steps involved. Arrange them in sequential order.
(a) Ratio of milk to water when 30 litres of milk is mixed with 15 litres of water = 30: 15 = 2: 1
(b) Percent profit = (12/18) * 100 = 66(2/3)%
(c) Ratio of milk to water when 16 litres of the mixture is mixed with 10 litres of pure milk and 4 litres of water = [16 * (1/2) + 10]: [16 * (1/2) + 4] = 18: 12 = 3: 2
(d) Ratio of milk to water when 30 litres of the mixture is mixed with 10 litres of water = [30 * (2/3)]: [30 * (1/3) + 10] = 20: 20 = 1: 1
(E) Amount of milk and water in the final mixture is 18 litres and 12 litres, respectively.
  • a)
    ACEDB
  • b)
    AECDB
  • c)
    ADCEB
  • d)
    ACDEB
Correct answer is option 'C'. Can you explain this answer?
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Verified Answer
30 litres of milk is mixed with 15 litres of water to form a mixture;...
The correct order is:
(a) Ratio of milk to water when 30 litres of milk is mixed with 15 litres of water = 30: 15 = 2: 1
(d) Ratio of milk to water when 30 litres of the mixture is mixed with 10 litres of water = [30 * (2/3)]: [30 * (1/3) + 10] = 20: 20 = 1: 1
(c) Ratio of milk to water when 16 litres of the mixture is mixed with 10 litres of pure milk and 4 litres of water = [16 * (1/2) + 10]: [16 * (1/2) + 4] = 18: 12 = 3: 2
(E) Amount of milk and water in the final mixture is 18 litres and 12 litres, respectively.
(b) Percent profit = (12/18) * 100 = 66(2/3)%
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Most Upvoted Answer
30 litres of milk is mixed with 15 litres of water to form a mixture;...
Understanding the Mixture Process
To determine the sequence of steps that lead to the final mixture and the profit calculation, let's break down the process into clear steps.
Step A: Initial Mixture Ratio
- When 30 litres of milk is mixed with 15 litres of water, the ratio of milk to water is calculated as follows:
- Milk:Water = 30:15 = 2:1
Step D: Second Mixture Ratio
- Next, 30 litres of the previous mixture (which has a milk-to-water ratio of 2:1) is mixed with 10 litres of water:
- Amount of milk in the mixture: 30 * (2/3) = 20 litres
- Amount of water: 30 * (1/3) + 10 = 20 litres
- Therefore, Milk:Water = 20:20 = 1:1
Step C: Final Mixture Ratio
- Now, 16 litres of this new mixture is combined with 10 litres of pure milk and 4 litres of water:
- Milk in 16 litres of mixture: 16 * (1/2) + 10 = 18 litres
- Water in 16 litres of mixture: 16 * (1/2) + 4 = 12 litres
- Thus, the final ratio of milk to water is 18:12 = 3:2
Step E: Amount of Milk and Water
- From the above calculations, we find that the final mixture contains:
- Milk: 18 litres
- Water: 12 litres
Step B: Profit Calculation
- To find the percent profit:
- Profit = (Selling Price - Cost Price) / Cost Price * 100
- In the calculation, it results in: Percent profit = (12/18) * 100 = 66(2/3)%
Conclusion
Based on the logical sequence of the above steps, the correct order is A, D, C, E, B, leading to the answer choice 'C'. Each step builds upon the previous one, ensuring a clear understanding of how the mixtures are formed and how the profit is calculated.
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30 litres of milk is mixed with 15 litres of water to form a mixture; after this, 30 litres of this mixture is mixed with 10 litres of water to form another mixture. Now, 16 litres of this new mixture is mixed with 10 litres of pure milk and 4 litres of water to form the final mixture. What is the percent profit earned after selling the final mixture?Given below are the steps involved. Arrange them in sequential order.(a) Ratio of milk to water when 30 litres of milk is mixed with 15 litres of water = 30: 15 = 2: 1(b) Percent profit = (12/18) * 100 = 66(2/3)%(c) Ratio of milk to water when 16 litres of the mixture is mixed with 10 litres of pure milk and 4 litres of water = [16 * (1/2) + 10]: [16 * (1/2) + 4] = 18: 12 = 3: 2(d) Ratio of milk to water when 30 litres of the mixture is mixed with 10 litres of water = [30 * (2/3)]: [30 * (1/3) + 10] = 20: 20 = 1: 1(E) Amount of milk and water in the final mixture is 18 litres and 12 litres, respectively.a)ACEDBb)AECDBc)ADCEBd)ACDEBCorrect answer is option 'C'. Can you explain this answer?
Question Description
30 litres of milk is mixed with 15 litres of water to form a mixture; after this, 30 litres of this mixture is mixed with 10 litres of water to form another mixture. Now, 16 litres of this new mixture is mixed with 10 litres of pure milk and 4 litres of water to form the final mixture. What is the percent profit earned after selling the final mixture?Given below are the steps involved. Arrange them in sequential order.(a) Ratio of milk to water when 30 litres of milk is mixed with 15 litres of water = 30: 15 = 2: 1(b) Percent profit = (12/18) * 100 = 66(2/3)%(c) Ratio of milk to water when 16 litres of the mixture is mixed with 10 litres of pure milk and 4 litres of water = [16 * (1/2) + 10]: [16 * (1/2) + 4] = 18: 12 = 3: 2(d) Ratio of milk to water when 30 litres of the mixture is mixed with 10 litres of water = [30 * (2/3)]: [30 * (1/3) + 10] = 20: 20 = 1: 1(E) Amount of milk and water in the final mixture is 18 litres and 12 litres, respectively.a)ACEDBb)AECDBc)ADCEBd)ACDEBCorrect answer is option 'C'. Can you explain this answer? for Railways 2024 is part of Railways preparation. The Question and answers have been prepared according to the Railways exam syllabus. Information about 30 litres of milk is mixed with 15 litres of water to form a mixture; after this, 30 litres of this mixture is mixed with 10 litres of water to form another mixture. Now, 16 litres of this new mixture is mixed with 10 litres of pure milk and 4 litres of water to form the final mixture. What is the percent profit earned after selling the final mixture?Given below are the steps involved. Arrange them in sequential order.(a) Ratio of milk to water when 30 litres of milk is mixed with 15 litres of water = 30: 15 = 2: 1(b) Percent profit = (12/18) * 100 = 66(2/3)%(c) Ratio of milk to water when 16 litres of the mixture is mixed with 10 litres of pure milk and 4 litres of water = [16 * (1/2) + 10]: [16 * (1/2) + 4] = 18: 12 = 3: 2(d) Ratio of milk to water when 30 litres of the mixture is mixed with 10 litres of water = [30 * (2/3)]: [30 * (1/3) + 10] = 20: 20 = 1: 1(E) Amount of milk and water in the final mixture is 18 litres and 12 litres, respectively.a)ACEDBb)AECDBc)ADCEBd)ACDEBCorrect answer is option 'C'. Can you explain this answer? covers all topics & solutions for Railways 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for 30 litres of milk is mixed with 15 litres of water to form a mixture; after this, 30 litres of this mixture is mixed with 10 litres of water to form another mixture. Now, 16 litres of this new mixture is mixed with 10 litres of pure milk and 4 litres of water to form the final mixture. What is the percent profit earned after selling the final mixture?Given below are the steps involved. Arrange them in sequential order.(a) Ratio of milk to water when 30 litres of milk is mixed with 15 litres of water = 30: 15 = 2: 1(b) Percent profit = (12/18) * 100 = 66(2/3)%(c) Ratio of milk to water when 16 litres of the mixture is mixed with 10 litres of pure milk and 4 litres of water = [16 * (1/2) + 10]: [16 * (1/2) + 4] = 18: 12 = 3: 2(d) Ratio of milk to water when 30 litres of the mixture is mixed with 10 litres of water = [30 * (2/3)]: [30 * (1/3) + 10] = 20: 20 = 1: 1(E) Amount of milk and water in the final mixture is 18 litres and 12 litres, respectively.a)ACEDBb)AECDBc)ADCEBd)ACDEBCorrect answer is option 'C'. Can you explain this answer?.
Solutions for 30 litres of milk is mixed with 15 litres of water to form a mixture; after this, 30 litres of this mixture is mixed with 10 litres of water to form another mixture. Now, 16 litres of this new mixture is mixed with 10 litres of pure milk and 4 litres of water to form the final mixture. What is the percent profit earned after selling the final mixture?Given below are the steps involved. Arrange them in sequential order.(a) Ratio of milk to water when 30 litres of milk is mixed with 15 litres of water = 30: 15 = 2: 1(b) Percent profit = (12/18) * 100 = 66(2/3)%(c) Ratio of milk to water when 16 litres of the mixture is mixed with 10 litres of pure milk and 4 litres of water = [16 * (1/2) + 10]: [16 * (1/2) + 4] = 18: 12 = 3: 2(d) Ratio of milk to water when 30 litres of the mixture is mixed with 10 litres of water = [30 * (2/3)]: [30 * (1/3) + 10] = 20: 20 = 1: 1(E) Amount of milk and water in the final mixture is 18 litres and 12 litres, respectively.a)ACEDBb)AECDBc)ADCEBd)ACDEBCorrect answer is option 'C'. Can you explain this answer? in English & in Hindi are available as part of our courses for Railways. Download more important topics, notes, lectures and mock test series for Railways Exam by signing up for free.
Here you can find the meaning of 30 litres of milk is mixed with 15 litres of water to form a mixture; after this, 30 litres of this mixture is mixed with 10 litres of water to form another mixture. Now, 16 litres of this new mixture is mixed with 10 litres of pure milk and 4 litres of water to form the final mixture. What is the percent profit earned after selling the final mixture?Given below are the steps involved. Arrange them in sequential order.(a) Ratio of milk to water when 30 litres of milk is mixed with 15 litres of water = 30: 15 = 2: 1(b) Percent profit = (12/18) * 100 = 66(2/3)%(c) Ratio of milk to water when 16 litres of the mixture is mixed with 10 litres of pure milk and 4 litres of water = [16 * (1/2) + 10]: [16 * (1/2) + 4] = 18: 12 = 3: 2(d) Ratio of milk to water when 30 litres of the mixture is mixed with 10 litres of water = [30 * (2/3)]: [30 * (1/3) + 10] = 20: 20 = 1: 1(E) Amount of milk and water in the final mixture is 18 litres and 12 litres, respectively.a)ACEDBb)AECDBc)ADCEBd)ACDEBCorrect answer is option 'C'. Can you explain this answer? defined & explained in the simplest way possible. Besides giving the explanation of 30 litres of milk is mixed with 15 litres of water to form a mixture; after this, 30 litres of this mixture is mixed with 10 litres of water to form another mixture. Now, 16 litres of this new mixture is mixed with 10 litres of pure milk and 4 litres of water to form the final mixture. What is the percent profit earned after selling the final mixture?Given below are the steps involved. Arrange them in sequential order.(a) Ratio of milk to water when 30 litres of milk is mixed with 15 litres of water = 30: 15 = 2: 1(b) Percent profit = (12/18) * 100 = 66(2/3)%(c) Ratio of milk to water when 16 litres of the mixture is mixed with 10 litres of pure milk and 4 litres of water = [16 * (1/2) + 10]: [16 * (1/2) + 4] = 18: 12 = 3: 2(d) Ratio of milk to water when 30 litres of the mixture is mixed with 10 litres of water = [30 * (2/3)]: [30 * (1/3) + 10] = 20: 20 = 1: 1(E) Amount of milk and water in the final mixture is 18 litres and 12 litres, respectively.a)ACEDBb)AECDBc)ADCEBd)ACDEBCorrect answer is option 'C'. Can you explain this answer?, a detailed solution for 30 litres of milk is mixed with 15 litres of water to form a mixture; after this, 30 litres of this mixture is mixed with 10 litres of water to form another mixture. Now, 16 litres of this new mixture is mixed with 10 litres of pure milk and 4 litres of water to form the final mixture. What is the percent profit earned after selling the final mixture?Given below are the steps involved. Arrange them in sequential order.(a) Ratio of milk to water when 30 litres of milk is mixed with 15 litres of water = 30: 15 = 2: 1(b) Percent profit = (12/18) * 100 = 66(2/3)%(c) Ratio of milk to water when 16 litres of the mixture is mixed with 10 litres of pure milk and 4 litres of water = [16 * (1/2) + 10]: [16 * (1/2) + 4] = 18: 12 = 3: 2(d) Ratio of milk to water when 30 litres of the mixture is mixed with 10 litres of water = [30 * (2/3)]: [30 * (1/3) + 10] = 20: 20 = 1: 1(E) Amount of milk and water in the final mixture is 18 litres and 12 litres, respectively.a)ACEDBb)AECDBc)ADCEBd)ACDEBCorrect answer is option 'C'. Can you explain this answer? has been provided alongside types of 30 litres of milk is mixed with 15 litres of water to form a mixture; after this, 30 litres of this mixture is mixed with 10 litres of water to form another mixture. Now, 16 litres of this new mixture is mixed with 10 litres of pure milk and 4 litres of water to form the final mixture. What is the percent profit earned after selling the final mixture?Given below are the steps involved. Arrange them in sequential order.(a) Ratio of milk to water when 30 litres of milk is mixed with 15 litres of water = 30: 15 = 2: 1(b) Percent profit = (12/18) * 100 = 66(2/3)%(c) Ratio of milk to water when 16 litres of the mixture is mixed with 10 litres of pure milk and 4 litres of water = [16 * (1/2) + 10]: [16 * (1/2) + 4] = 18: 12 = 3: 2(d) Ratio of milk to water when 30 litres of the mixture is mixed with 10 litres of water = [30 * (2/3)]: [30 * (1/3) + 10] = 20: 20 = 1: 1(E) Amount of milk and water in the final mixture is 18 litres and 12 litres, respectively.a)ACEDBb)AECDBc)ADCEBd)ACDEBCorrect answer is option 'C'. Can you explain this answer? theory, EduRev gives you an ample number of questions to practice 30 litres of milk is mixed with 15 litres of water to form a mixture; after this, 30 litres of this mixture is mixed with 10 litres of water to form another mixture. Now, 16 litres of this new mixture is mixed with 10 litres of pure milk and 4 litres of water to form the final mixture. What is the percent profit earned after selling the final mixture?Given below are the steps involved. Arrange them in sequential order.(a) Ratio of milk to water when 30 litres of milk is mixed with 15 litres of water = 30: 15 = 2: 1(b) Percent profit = (12/18) * 100 = 66(2/3)%(c) Ratio of milk to water when 16 litres of the mixture is mixed with 10 litres of pure milk and 4 litres of water = [16 * (1/2) + 10]: [16 * (1/2) + 4] = 18: 12 = 3: 2(d) Ratio of milk to water when 30 litres of the mixture is mixed with 10 litres of water = [30 * (2/3)]: [30 * (1/3) + 10] = 20: 20 = 1: 1(E) Amount of milk and water in the final mixture is 18 litres and 12 litres, respectively.a)ACEDBb)AECDBc)ADCEBd)ACDEBCorrect answer is option 'C'. Can you explain this answer? tests, examples and also practice Railways tests.
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