Question

35 cm high cylindrical vessel having a base radius of hundred cm is full of juice if the juice is poured into an Empty rectangular vessel of length 20 cm and breadth is 11 cm and field it completely then find the height of the rectangular vessel​

Answer 1

Height of cylindrical vessel would be 7 cm.

Explanation:

A rectangular vessel 25 cm x 8 cm x 11 cm is full of milk.

So, L=25 cm , B=8 cm and H=11 cm

If the milk poured into an empty cylindrical vessel of diameter 20 cm.

Let us suppose height of cylinder be h cm

Diameter of cylinder = 20 cm

Radius is half of diameter.  

So, r=10 cm

As we know if volume of one container empty into another container their volume must be same.

So, we can say volume of cylinder is equal to volume of rectangular vessel.  

Step-by-step explanation:

Answer 2

Answer:

h=5000

Step-by-step explanation:

radius of cylinder=100

height of cylinder=35

length of cuboid=20

breadth of cuboid=11

volume of cylinder=volume of cuboid

πr*rh=lbh

22/7*100*100*35=20*11*h

22*100*100*5=220*h

22*100*500/220=h

h=5000