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

Answer:

6m

Step by step explanation:

Area of Base = 28m^2

Means, base area = l*b = 28m^2

We know that,

➡️ Volume of a cuboid = v

H =168m^3

=> l*b*h= 168

=> 28*h =168

H= 168/28

H =6m

▪️ Therefore, Height is 6m.



Explanation:
In this question, we don't need to convert m into cm. So, we don't do it.

We have to find height in this question. So, we have to 1st find the volume of cuboid. And after that, we have to divide it.

After doing this, we get answer 6m.