Question

Find height of a cuboid whose volume is 756 cu cm and base area is 63 sq cm
options-
12 cm
18 cm
14cm
21cm

Answer 1

Answer:

Given

Base Area:- 63cm²(L×B)

Volume:- 756cm³

Solution:-

Volume=L×B×H

756= Base Area × H

H=756/Base area

=756/63

=12cm

Step-by-step explanation:

Hope it Helped you

Answer 2

The height of the cuboid will be 12 cm (option 1).

Given,

The volume of the cuboid = 756 cm³

Base area = 63 cm²

To find,

The height of the cuboid.

Solution,

The height of the cuboid will be 12 cm.

We can easily solve this problem by following the given steps.

According to the question,

The volume of the cuboid = 756 cm³

Base area = 63 cm²

We know that the base area of the cuboid is the multiplication of its length and breadth (lb).

So, we have

lb = 63 cm²

The volume of the cuboid = 756 cm³

Length (l) × breadth (b) × height (h) = 756 cm³

63 × h = 756

h = 756/63 ( 63 was in the multiplication on the left-hand side. So, it is in the division on the right-hand side.)

h = 12 cm

Hence, the height of the given cuboid is 12 cm.