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Quantity I: Initial milk = 40 liters, water = 30 liters. Amount of milk removed = (20 × 40) / 70 = 11.43 liters. Amount of water removed = (20 × 30) / 70 = 8.57 liters. New milk = 40 - 11.43 + (20 × 3) / 5 = 40 - 11.43 + 12 = 40.57 liters. New water = 30 - 8.57 + (20 × 2) / 5 = 30 - 8.57 + 8 = 29.43 liters. Total mixture = 70 liters. Percentage of milk = (40.57 / 70) × 100 = 57.96%. Quantity II: Initial milk = 60 liters, water = 40 liters. Amount of milk removed = (30 × 60) / 100 = 18 liters. Amount of water removed = (30 × 40) / 100 = 12 liters. New milk = 60 - 18 + (30 × 1) / 2 = 60 - 18 + 15 = 57 liters. New water = 40 - 12 + (30 × 1) / 2 = 40 - 12 + 15 = 43 liters. Total mixture = 100 liters. Percentage of milk = (57 / 100) × 100 = 57%. Comparing: Quantity I = 57.96% Quantity II = 57% Quantity I > Quantity II Correct option: b. Quantity I > Quantity II
Select the most appropriate option to fill in blank No.4.
From the following select the appropriate word to replace number (47) in the above passage.
1) purchase 2) gain 3) acquisition 4) obtainment 5) seizing
...During the bilateral 2+2 dialogue held in April this year, the two countries agreed to ___________ the possibilities of using Indian shipyards f...
Choose the most appropriate word for blank 109.
3
Find out the appropriate word in 1.
Find out the appropriate words.
Fill in blank 4 with the appropriate word from the options.