Question

The length of a cuboid is 2.5 cm. It's width is 50 cm and it's height is 2/5 it's length. Find it's volume. Give answer in cubic cm

Answer 1

Answer:

• Volume of the cuboid is 125 cm³.

Step-by-step explanation:

Given that:

• The length of a cuboid is 2.5 cm.
• Its width is 50 cm
• Its height is 2/5 of its length.

To Find:

• Volume of the cuboid.

We have:

• Length = 2.5 cm
• Breadth = 50 cm
• Height = 2/5 × 2.5 = 1 cm

We know that:

⍟ Volume of cuboid = Length × Breadth × Height ⍟

• Volume of cuboid = 2.5 × 50 × 1
• Volume of cuboid = 125

Hence,

• Volume of the cuboid = 125 cm³

Answer 2

Given:-

• Length of a Cuboid = 2.5 cm

• Width/Breadth of Cuboid = 50 cm

• Height of Cuboid = $\dfrac{2}{5}×2.5$ cm

To Find:-

• It's Volume

Formula used:-

• ${\boxed{Volume = l × b × h}}$

Solution:-

$\implies\: Volume = l × b × h$

$\implies\: Volume = 2.5 × 50 ×\dfrac{2}{5}×2.5$

$\implies\: Volume = 2.5 × 50 × 2×0.5$

$\implies\: Volume = 125.0 × 1.0$

${\boxed{\implies\: Volume = 125 \:cm^3}}$

Hence, The Volume of the given Cuboid is 125 cm³.

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