Question

how many spherical lead shots each 4.2 cm in diameter can be obtained from a rectangular solid of lead with dimensions 62 cm× in 42 cm × 21 cm (π=22/7)

Answer 1

at first we can find the area of rectangular then we can find the volume of sphere then we will divide the area by volume

Answer 2

Let number of headshots be x.

Volume of lead in the rectangular solid =(66×42×21)cm3 

Radius of a lead shot = 4.2/2 cm = 2.1 cm

Volume of a spherical lead shot = 4π×(2.1)3cm3

Volume of x spherical lead shots =

= [(4/3) × (22/7) × (2.1)^3 × x )] cm^3

Volume of x spherical shots = Volume of lead in rectangular solid

(4/3 × 22/7 × (2.1)^3 × x ) = 66 × 42 × 21

⇒ x = 66 × 42 × 21 × 3 × 7/4 × 22 × (2.1)^3

⇒x = 1500

∴ Number of lead shots = 1500

Explanation:

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