A man stores 72 liters of oil in 5 small cans and 2 large cans. If each large can hold twice as much as each small can, how many liters does each can hold?

Question

Carl

Mathematics

23 March, 22:15

A man stores 72 liters of oil in 5 small cans and 2 large cans. If each large can hold twice as much as each small can, how many liters does each can hold?

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Answers (1)

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Luciana Ruiz · Answer 1

Small: 8

Large: 16

Step-by-step explanation:

If you know that each large can is twice the size of a small can then you can form the equation x=2x meaning every one large can equals two small cans. That means that the 2 large cans are equal to four small cans, so altogether you have nine small cans. Between those nine you have 72 liters, so your equation should be 72=9x. To solve you do 72/9 which is 8. That means eight liters are in a small can and you can double it to find that sixteen liters are in a big can.