Question

There are two containers out of which one can hold 31/2 litres of oil while the other can hold 22/3 litres of oil. Suppose there are 4 containers of the first type and 9 containers of the second type. The volume of oil required to fill both the containers is litres.
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Answer 1

The volume of the oil required to fill both containers will be 128 liters.

What is volume?

Volume is defined as the space occupied by any object in the three-Dimensions. All three parameters are required for the volume like length, width, and height of cube or cubied.

Given that:-

• There are two containers out of which one can hold 31/2 liters of oil while the other can hold 22/3 liters of oil.
• Suppose there are 4 containers of the first type and 9 containers of the second type.

The volume of oil in the first container is $\dfrac{31}{2}$ liters so for four containers the volume will be:-

V = 4 x  $\dfrac{31}{2}$

V = 2 x 31 = 62 liters

The volume of oil in the second container is $\dfrac{22}{3}$ liters.

V = 9 x  $\dfrac{22}{3}$

V = 3 x 22 = 66 liters

So total volume of oil will be calculated as:-

Total volume = 66 + 62 = 128 liters

Therefore the volume of the oil required to fill both containers will be 128 liters.

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