Question

the volume of cuboid dimensions 3x, 2m and 3n is
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Answer 1

Answer:

At prima facie, you'd prefer to use the following formula :

No. Of small cuboids = Vol of cube/Vol of each small cuboid.

However, the dimensions of each cuboid is pretty large.

Hence, you need to consider how many of these smaller objects fit along the edge of the cube.

There can be (22/2), i.e. Length of cube's/Length of 2m dimension of cuboid. = 11

Similarly, 22/3 = 7 of 3m edges of cuboid and 22/4 = 5 of 4m.

Therefore, Total no. Of cuboids = 11 * 7 * 5 = 385

Answer 2

Answer:

$Volume \: of \: Cuboid = 18 {xmn}^{3}$

Step-by-step explanation:

$l = 3x \\ b = 2m \\ h = 3n \\ \\ Volume \: of \: Cuboid = l \times b \times h \\ \\ Volume \: of \: Cuboid = 3x \times 2m \times 3n \\ \\ Volume \: of \: Cuboid = 18 {xmn}^{3}$

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