Question

A cylindrical jar of diameter 9 cm and depth 12cm is full of milk .The milk poured into a cylindrical glass of diameter 6cm .What is the depth of the milk in the glass

Answer 1

Given :

Diameter of a  cylindrical jar ,D = 9 cm

Radius of a cylindrical jar (R) = 9/2 cm

Depth of a cylindrical jar (H) = 12 cm

Diameter of a  cylindrical glass ,d = 6 cm

Radius of the cylindrical glass , r =  6/2 = 3 cm.

To find: Depth of the milk in the glass

 

Solution :

Let the depth of the milk in the cylindrical glass be h cm .

Volume of a cylindrical jar is equal to the volume of cylindrical glass

Volume of cylindrical jar = Volume of cylindrical glass

πR²H = πr²h

R²H = r²h

(9/2)² × 12 = 3² ×  h

81/4 × 12  = 9 × h

81 × 3  = 9 × h

h = (81 × 3)/ 9

h = 9 × 3

h = 27 cm

Hence, the depth of the milk in the cylindrical glass is 27 cm.

Learn more:  

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In a cylindrical vessel of diameter 24 cm, filled up with sufficient quantity of water, a solid spherical ball of radius 6 cm is completely immersed. Find the increase in height of water level.

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Answer 2

Step-by-step explanation:

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