The volume of a cuboidal brick is 108 inch $^{3}$ . If the length and breadth of the brick are 9 inches and 4 inches, find the height (inches) of the brick.
3

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Solution

The correct option is A 3
Given: Length = 9 inches, breadth = 4 inches, volume = 108 inch $^{3}$

Volume of the brick = $L e n g t h \times B r e a d t h \times H e i g h t$

108 = $9 \times 4 \times H e i g h t$

Height = $\frac{108}{9 \times 4}$
Height = 3 inches

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The volume of a cuboidal brick is 108 inch3. If the length and breadth of the brick are 9 inches and 4 inches, find the height (inches) of the brick.3

The correct option is A 3Given: Length = 9 inches, breadth = 4 inches, volume = 108 inch3 Volume of the brick = Length×Breadth×Height 108 = 9×4×Height Height = 1089×4 Height = 3 inches

The volume of a cuboidal brick is 108 inch $^{3}$ . If the length and breadth of the brick are 9 inches and 4 inches, find the height (inches) of the brick.
3

The correct option is A 3
Given: Length = 9 inches, breadth = 4 inches, volume = 108 inch $^{3}$

Volume of the brick = $L e n g t h \times B r e a d t h \times H e i g h t$

108 = $9 \times 4 \times H e i g h t$

Height = $\frac{108}{9 \times 4}$
Height = 3 inches