Volume of a cuboid ------
i. $a r e a o f b a s e x l e n g t h$
ii. $a r e a o f b a s e x h e i g h t$
iii. $a r e a o f b a s e x w i d t h$

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Solution

Because volume of any solid is always a three - dimensional Outcome.
$V o l u m e o f a c u b o i d = (L e n g t h \times B r e a d t h \times h e i g h t) (c m \times c m \times c m) = c m^{3}$

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