Question

 A wooden block is cuboid in shape. Its length, breadth and height are 60cm, 30cm and 20cm. How many cubical blocks of side 10cm can be cut off from it?​

Answer 1

Answer:

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Step-by-step explanation:

Volume of cubical blocks = 10*10*10 = 1000

Volume of wooden block = 60 *30*20 = 36000

No. of cubical blocks = 36000/1000 = 36 cubical blocks

Answer 2

Answer:

36

Step-by-step explanation:

Let's find the volume of the cuboid first.

So volume = Length x Breadth x Height

= (60 cm) x (30 cm) x (20 cm)

= 36000 cm³

Now, volume of the cubical blocks = side³

= (10 cm)³

= 1000 cm³

Therefore no. of cubes that can be obtained is

$\binom{volume \: of \: cuboid}{volume \: of \: cube \\ }$

i.e.

$\binom{36000}{1000}$

i.e. = 36 cubes

THEREFORE TOTAL NO. OF CUBOIDAL BLOCKS THAT CAN BE OBTAINED = 36

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