Question

A rectangular storage box measures 0.85 m high, 0.35 m wide, and 1.7 m long. What is the volume of the box to the nearest hundredth of a cubic meter?

Answer 1

Given:-

• Length of rectangular storage = 0.85 m

• Breadth of rectangular storage = 0.35 m

• Height of rectangular storage = 1.7 cm

To Find:-

• Volume of the box to the nearest hundredth of a cubic meter.

Formula Used:-

• ${\boxed{\bf{Volume\:of\: Cuboid=L \times B \times H}}}$

Solution:-

$\bf :\implies\: Volume\:of\: Cuboid=L \times B \times H$

$\bf :\implies\: Volume\:of\: Box=0.85 \times 0.35 \times 1.7$

$\bf :\implies\: Volume\:of\: Box=0.50575\:m^3$

• Nearest hundredth :- 0.50600m³

Hence, The Volume of the box to the nearest hundredth of a cubic meter is 0.50600m³.

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More Formulas for Cuboid:-

• $\bf TSA\:of\: Cuboid=2(lb+bh+hl)$

• $\bf CSA\:of\: Cuboid=2h(l+b)$

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