Question

What will be the height of cuboid of volume 168 m³ , if the area of its base is 28 m² ?

Answer 1

Given :

➾Volume of the cuboid = 168 m³
➾Area of its base = 28 m²

➾Let, h m be the height of the cuboid.

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→Area of the rectangular base = length x breadth

→Volume of the cuboid = length x breadth x height

Volume of the cuboid = ( area of the base ) x height

168 = 28 x h

➙h = 168/28 = 6 cm

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=》Therefore, the height of the cuboid is 6 m.

 

Answer 2

$Volume of cuboid = 168 {m}^{2} \\ </p><p>Area of its base = l \times b = 28 {m}^{2} \\ = l \times b \times h = 168 \\ = 28 \times h = 168 \\ = h = \frac{168}{28} = 6$

Therefore h = 6m

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