An oil container measuring $75 c m$ by $60 c m$ by $42 c m$ is half full of oil. Find the volume of oil in the container.

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Solution

The oil container is half full of oil which is in the form of a cuboid.
Volume of the oil container $=$ Volume of the cuboid
Volume of the cuboid $= l \times b \times h = 75 \times 60 \times 42 {c m}^{3} = 189, 000 {c m}^{3}$

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An oil container measuring 75 cm by 60 cm by 42 cm is half full of oil. Find the volume of oil in the container.

The oil container is half full of oil which is in the form of a cuboid.Volume of the oil container=Volume of the cuboidVolume of the cuboid=l×b×h=75×60×42cm3=189,000cm3

An oil container measuring $75 c m$ by $60 c m$ by $42 c m$ is half full of oil. Find the volume of oil in the container.

The oil container is half full of oil which is in the form of a cuboid.
Volume of the oil container $=$ Volume of the cuboid
Volume of the cuboid $= l \times b \times h = 75 \times 60 \times 42 {c m}^{3} = 189, 000 {c m}^{3}$