How many spherical bullets can be made out of a solid cube of lead whose edge measures 44cm, each bullet being 4cm in diameter.

Explanation

Let there are `n` spherical bullets that can be made out of the solid cube.

Then,

Volume of the cube = n*Volume of spherical bullets
`=>a^3 = n**4/3pir^3`

Here, `a` is the side of the cube`= 44cm`

`r` is the radius of the spherical bullet `= 4/2 = 2cm`

`:. 44**44**44 =n** 4/3**22/7**2**2**2`

`=>11**11**3**7 = n`

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