Question

There is just enough water in the container to exactly fill the

hemisphere. The container is held so that the point of the cone

is down and the altitude of the cone is exactly vertical. Find the

height of the water in the cone. Round to the nearest tenth.

Answer 1

Answer: hello your question is Vague hence I will provide a general solution. in which you can input your values into  and get your answer.

answer = h  = 3 ( V / π r^2 )  

Step-by-step explanation:

The volume of a cone is exactly the volume of a hemisphere, given that the radius and height are the same .

The height of the water in the cone = height of the hemisphere / height of cone ( given that the water completely fills the hemisphere )

∴ h  = 3 ( V / π r^2 )