A Milk tank is in the shape of a cylinder with hemispheres of same radius attached to both ends of it . If the total length of the tank is 6m and the radius is 1m. Calculate the maximum quantity of milk filled in the tank in liters . (take = 22/7 )
Answers
Answer:
The maximum milk storing capacity of the tank is 17800 litres. The total surface area of the tank is 40.84 m². Now,from the basic concept of geometry,the height of the hemisphere will be equal to the radius of the hemisphere which is 1 metre. = 17.8 m³
> A Milk tank is in the shape of a cylinder with hemispheres of same radius attached to both ends of it . If the total length of the tank is 6m and the radius is 1m. Calculate the maximum quantity of milk filled in the tank in liters . (take = 22/7 )
Required formulas -:
Given length of milk tank = 6 cm
Then radius , r = 1 m
In the question it is given that the milk tank is in the shape of cylinder with same hemisphere and the same radius attached to it at the ends ! So ,
Height of cylinder = 6 -1 -1 = 4 m
Hence ,
The volume of tank =
[2*{volume of hemisphere}] +[volume of cylinder]
= 4.19 +12.571
=16.761 m²
As we know , 1m² = 1000 litres
Therefore ,
The maximum quantity would be ,
= 16.761 *1000
= 16761 litres
Answered by-:
@ᴋɪᴍʀᴏꜱᴇ011
( ☘Apologies for any mistakes in the above)
( ☘Not a copied answer)