Find the length of a cuboid whose volume is 120 $c m^{3}$ , breadth is 6 cm, and height is 5 cm.

2 cm

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5 cm

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6 cm

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4 cm

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Solution

The correct option is D 4 cm
Volume of cuboid = Length ×Breadth× Height
Given:
Volume of cuboid = 120 cm $^{3}$
Breadth = 6 cm
Height = 5cm
Now,
Length = $\frac{v o l u m e o f c u b o i d}{B r e a d t h \times H e i g h t}$
Length = $\frac{120 c m^{3}}{6 c m \times 5 c m}$
Length = 4cm

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Find the length of a cuboid whose volume is 120 cm3, breadth is 6 cm, and height is 5 cm.

The correct option is D 4 cmVolume of cuboid = Length ×Breadth× Height Given: Volume of cuboid = 120 cm3 Breadth = 6 cm Height = 5cm Now, Length =volume of cuboidBreadth×Height Length = 120cm36cm×5cm Length = 4cm

Find the length of a cuboid whose volume is 120 $c m^{3}$ , breadth is 6 cm, and height is 5 cm.

The correct option is D 4 cm
Volume of cuboid = Length ×Breadth× Height
Given:
Volume of cuboid = 120 cm $^{3}$
Breadth = 6 cm
Height = 5cm
Now,
Length = $\frac{v o l u m e o f c u b o i d}{B r e a d t h \times H e i g h t}$
Length = $\frac{120 c m^{3}}{6 c m \times 5 c m}$
Length = 4cm