Question

7.Find the height of a cuboid if its volume is 275 cubic cm and area of its
base is 25 sq.cm
0 25cm
27cm
O 11cm
22cm​

Answer 1

Answer:

Answer is 11 cm

Step-by-step explanation:

volume of cuboid is l*b*h=275 cubic cm

base area of cuboid is l*b=25 square cm

then height is equal to volume of cuboid divided by base area of cuboid = 275 ÷ 25

= 11 cm

Answer 2

GIVEN :

Volume of cuboid = 275 cm.

The area of base of the cuboid = $\sf 25^{2} cm.$

The height of the cuboid = ?

FORMULA :

Volume of cuboid = $\sf l \times b \times h$

Here,

Here, l = length

Here, b = breadth

Here, h = height

TO FIND :

The height of the cuboid = ?

SOLUTION :

Here, $\sf a^{2}, \: l \times \: b \: = \: 25$

→ $25 \: \times \: h \: = \: 275.$

→ $h \: = \: \dfrac {275}{25} \: = \: 11 \: cm.$

$\therefore$ The height of the cuboid is 11 cm.