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There are two overhead water tanks of capacities 1440 L 500 mL and 2500 L placed on the terrace of a building. How much water can be stored in both the tanks at a time?
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There are two overhead water tanks of capacities 1440 L 500 mL and 250...
To find the total amount of water that can be stored in both tanks at a time, you can add the capacities of the two tanks. In this case, the total capacity would be 1440 liters + 2500 liters = 3940 liters.
You can also express the capacity of the first tank in liters by converting the value given in milliliters. To do this, you can divide the number of milliliters by 1000. In this case, the capacity of the first tank would be 1440 liters + (500 milliliters / 1000 liters/milliliter) = 1440 liters + 0.5 liters = 1440.5 liters. You can then add this value to the capacity of the second tank to find the total capacity of both tanks. In this case, the total capacity would be 1440.5 liters + 2500 liters = 3940.5 liters.
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There are two overhead water tanks of capacities 1440 L 500 mL and 2500 L placed on the terrace of a building. How much water can be stored in both the tanks at a time?
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There are two overhead water tanks of capacities 1440 L 500 mL and 2500 L placed on the terrace of a building. How much water can be stored in both the tanks at a time? for Class 3 2024 is part of Class 3 preparation. The Question and answers have been prepared according to the Class 3 exam syllabus. Information about There are two overhead water tanks of capacities 1440 L 500 mL and 2500 L placed on the terrace of a building. How much water can be stored in both the tanks at a time? covers all topics & solutions for Class 3 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for There are two overhead water tanks of capacities 1440 L 500 mL and 2500 L placed on the terrace of a building. How much water can be stored in both the tanks at a time?.
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