If the length of a cuboid is reduced to its half and breadth become four times, how does the volume of the cuboid change?
Answers
Given : length of a cuboid is reduced to its half and breadth become four times
To Find : how does the volume of the cuboid change
It will become 2 times
It will remain the same
It will reduce to half
It will become 4 times
Solution:
Volume of Cuboid = Length * breadth & height
Length = L
Breadth = B
Height = H
Volume = LBH
length of a cuboid is reduced to
its half and breadth become four times,
=> Length = L/2
Breadth = 4B
Height = H
New Volume = (L/2)4BH
= 2LBH
= 2 (old Volume)
volume of the cuboid become 2 times
Correct option : It will become 2 times
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