Question

cubic container contains some amount of water what is the volume of water if the container is full length of one side (edge)14 cm​

Answer 1

Step-by-step explanation:

Given,

Diameter of the base of the cylindrical container d=56 cm

Hence, radius of the base of the cylindrical container r=

2

56

=28 cm

Dimensions of rectangular solid is (32 cm×22 cm×14 cm)

We know that when a body is completely submerged in a container containing water,

the rise in the volume of water in the container is equal to the volume of the body.

Let, the water rises to a height h.

Hence,

Volume of water rises in cylindrical container =Volume of the rectangular solid

πr

2

h=32×22×14 cm

3

7

22

×(28)

2

×h=9856 cm

h=

22×784

9856×7

cm

h=4 cm

Hope its help..

Answer 2

The length of an edge = 14 cm

Volume of a cube = side of edge × side of edge × side of edge

Volume of a cube = 14 cm × 14 cm × 14 cm

= 2744 cu cm

= 2744 cm³