Question

6. The edge of a cubical box is 6 cm. Half of the box is filled with sand. What
is the volume of the sand?
​

Answer 1

Answer:

108,cm^3

Step-by-step explanation:

volume of a sand =1/2(volume of a cube)

1/2(6*6)

1/2 (36)

108cm^3

Answer 2

AnSwer -:



The volume of sand filled -: 108cm^3

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Explanation-:

The volume of cube -:

“V = a x a x a”

V = Volume

A = edge of a cube

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Given ,

The edge of cubical box -: 6 cm

Half of cubical box filled with sand

To find ,

The volume of the sand.

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Now ,

The volume of cube -:

“V = a x a x a”

V = Volume

A = edge of a cube = 6 cm

Then ,

V = 6 x 6 x 6

V = 36 x 6

V = 216 cm^3

Therefore


volume of cubical box -: 216cm^3

Now ,

According to the question,

Half of the cubical box filled with sand

Now ,

volume of sand = 1/2 x volume of

cubical box

volume of cubical box -: 216cm^3

1/2 x 216

= 216/2

= 108 cm^2

Hence ,

The volume of sand filled -: 108cm^3

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Cube -: A cube is a three-dimensional

solid object bounded by six square

faces, facets or sides, with three

meeting at each vertex.

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