Question

The dimensions of a solid metal cuboid are 10 m x 8m x 3.3m. The number of solid cubes of side 2m each that can be made by melting the cuboid is

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Answer 1

Answer:

33 cubes

Step-by-step explanation:

Volume of 1 cuboid = l× b×h

l= 10m , b= 8m ,h= 3.3m

Volume of 1 cuboid = 10 × 8 × 3.3

= 264m³.

Side of cube = 2m

volume of 1 cube = s³ = 2³ = 8m³.

No. of cubes that can be made = Volume of cuboid / volume of cube .

No. of cubes = 264/8 = 33

hence, 33 cubes can be made

Answer 2

Answer :-

33 cubes can be made.

Explanation :-

Given :

• The dimensions of a solid metal cuboid are 10 m x 8m x 3.3m.

• Side of solid cube = 2 m.

To Find :

• Number of solid cubes that can be made.

Solution :

We can use this,

No. of Cubes = Vol. of Cuboid/Vol. of Cube.

And, We know that,

• Volume of Cuboid = l × b × h.
• Volume of Cube = (side)³

So, Put the Values.

➞ No. of Cubes = (10 × 8 × 3.3)/(2 × 2 × 2).

➞ No. of Cubes = 264/8.

➞ No. of Cubes = 33.

Therefore, Number of solid cubes made = 33.