Math, asked by Rajurahamandbg0896, 1 year ago

A cuboidal box is 380 cm long 250 cm wide and 120 cm hight. how many cuboidal boxes of volume 625 cm^3 can be placed in it ​

Answers

Answered by PalUpa
18

Answer:

Step-by-step explanation:

V(cuboid box) = 380 x 250 x 120 = 11400000

No. of box that can fit in one box

= 11400000/625  =  18240 boxes

Answered by handgunmaine
14

Answer:

The number of cubiodal boxes are 18240.

Step-by-step explanation:

Given that,

Length of the cuboidal box, l = 380 cm

Breadth of the cuboidal box, b = 250 cm

Height of the cuboidal box, h = 120 cm

Volume of one cubiodal box, V=625\ cm^3

To find,

Number of cuboidal boxes.

Solution,

Let there are n number of cubiodal boxes. It can be calculated as :

n=\dfrac{Volume\ of\ cuboidal\ box}{given\ volume}

n=\dfrac{380\times 250\times 120}{625}

n = 18240

So, the number of cubiodal boxes are 18240.

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