There Are Two Jars Of The Same Size That Are Both Half Full. The First Jar Has 10% Water And 90% Milk. The Second Jar Has 10% Milk And 90% Water. A Person Transfers Half The Contents Of The First Jar To The Second Jar. After Mixing The Contents Of The Sec (2023)

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Two jars have identical capacity. The first jar contains 200 milliliters of water. The contents of the second jar, which is 10% full, are poured into the first, ...
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Missing: size half 90% milk. milk person transfers contents mixing
Click here👆to get an answer to your question ✍️ Two identical tall jars are filled with water to the brim. The first jar has a small hole on the side wall at a depth h/3 and the second jar has a small hole on the side wall at a depth of 2h/3 , where h is the height of the jar. The water issuing out from the first jar falls at a distance R1 from the base and the water issuing out from the second jar falls at a distance R2 from the base. The correct relation between R1 and R2 is

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Questions on the Chapter Mixtures & Alligations for CAT (Common Admission Test) - 2021 (With Previous Year CAT Questions)

Next, half the content of the first container is transferred back to the second container. Then the ratio of sugar syrup and milk in the second container is.
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Since most samples encountered in a chromatography laboratory are not in a form to be directly placed into the analytical instrument, some form of preparation ...

Missing: half 10% 90% milk. milk person transfers
You can put this solution on YOUR website! the first jar has water to vinegar in the ratio of 2/1. this means 2 parts of water to 1 part of vinegar for a total of 3 parts. the ratio of water to total mixture in the first jar is therefore 2/3. the second jar has water to vinegar in the ratio of 3/1. this means 3 parts of water to 1 part of vinegar for a total of 4 parts. the ratio of water to total mixture in the second jar is therefore 3/4. the amount of total mixture in each jar is the same. if we let x equal the total mixture in each jar, then the amount of water in the first jar is 2/3 * x and the amount of water in the second jar is 3/4 * x. when you add both jars into a combined jar, the total mount of mixture in the combined jar is 2 * x. the total amount of water in the combined jar is 2/3 * x + 3/4 * x = 17/12 * x. the ratio of water to total mixture in the combined jar is therefore (17/12) / 2. this results in a ratio of water to total mixture in the combined jar of 17/24. this means there are 17 parts of water and (24 - 17) = 7 parts of vinegar in the combined jar. this means the ratio of water to vinegar in the combined jar is 17/7. that's your solution.

In what ratio these mixtures be mixed together, so that the ratio of milk and water in the new mixture becomes 9:4? A. 7 : 2.
In two vessels A and B, there is mixture of milk and water. The ratio of milk and water in these vessels is 5: 2 and 8: 5, respectively. In what ratio these mixtures be mixed together, so that the ratio of milk and water in the new mixture becomes 9: 4 ?A. 7: 2B. 2: 7C. 3: 5D. 5: 3E. 7: 9

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... is the same for both dehydrated and prepared media products. For media offered ... place contents so that there is a free flow of steam around the contents ...

Missing: jars transfers
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A jar contains a mixture of two liquids Acid (Nitric acid) and Base (Ammonium chloride) ... Next, when the container is half empty it is again filled with water.
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This symbiotic relationship is of special significance to legume husbandry as seed inoculation with effective strains of Rhizobium can meet the nitrogen ...