when volume of water is equal of both container and one container contain 4000litre water and another container contain 500 litre water then which container experiences more pressure
Answers
Answer:
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Explanation:
trs container is full. 5 ltrs & 3 ltrs containers are empty. ie: ,,,8–0–0
Pour 8 ltrs into 5 ltrs…..……3–5–0
Pour 5 ltrs into 3 ltrs …..…..3–2–3
Pour 3 ltrs into 8 ltrs …..,….6–2–0
Pour 5 ltrs into 3 ltrs………..6–0–2
Pour 8 ltrs into 5 ltrs …,……1–5–2
Pour 5 ltrs into 3 ltrs ……….1–4–3
Pour 3 ltrs into 8 ltrs ……..:.4–4–0 ……Now 8 ltrs and 5 ltrs containers have 4 ltrs milk each! It is a good mental exercise.
How can we measure 4 litres of water using 3 litres and 5 litres of jugs?
There are 2 containers, one with the capacity of 8 litres and the other with 3 litres. How do we fill these containers with 1 litre of milk?
We have 3 containers of 8 kg, 5 kg, and 3 kg. Only 8 kg container is full with 8 liters of milk. We have to divide the milk into 2 containers with the same quantity. How can I solve it?
You have to give 5 liters of milk to a man from 10 liters but you have only two jars of 3 and 7 liters to measure, how will you give it to him?
If a person has two pots, one of 3kg and one of 5kg, and he wants to take one kg milk from a wide milk storage, how is it possible?
Fill the 5 litre from the 8 litre. Fill the 3 litre from the 5 litre. Pour the 3 litre back into the 8 litre. Empty the 5 litre into the 3 litre. Fill the 5 litre from the 8 litre. Fill the 3 litre from the 5 litre. Pour the 3 litre back into the 8 litre. Result 4 litres in the 5 litre and 4 litres in the 8 litre.
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The wording of the question allows these three considerations. End up with all the milk equally divided in the 8 litre container. To use all three, empty the 8 lines into the other two and then put them back. To end up with 4 in each of the bigger containers, follow the instructions or John Jones. For the third only integer portions are possible so the milk can’t be evenly divided amongst the three.
put 2.67 L of milk in each container.
How can we measure 4 litres of water using 3 litres and 5 litres of jugs?
There are 2 containers, one with the capacity of 8 litres and the other with 3 litres. How do we fill these containers with 1 litre of milk?
We have 3 containers of 8 kg, 5 kg, and 3 kg. Only 8 kg container is full with 8 liters of milk. We have to divide the milk into 2 containers with the same quantity. How can I solve it?
You have to give 5 liters of milk to a man from 10 liters but you have only two jars of 3 and 7 liters to measure, how will you give it to him?
If a person has two pots, one of 3kg and one of 5kg, and he wants to take one kg milk from a wide milk storage, how is it possible?
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A milkman has an 8-liter container full of milk, and also 2 empty containers that measure 5, 3 liters. He needs to deliver 4 liters of milk to a customer. The milkman has no other spare containers. How will he measure 4 liters of milk?
A container of capacity 10 litres is filled with milk. We have another 7 litre container that is empty. Now, how can I measure 5 litres of milk from them?
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