Need to prove that the formula for the volume of water V in a hemispherical bowl of radius r when the depth of water is h is given by:
V = ((pi*h^2)/3) * (3r-h)
I assume using integration. Solids of revolution maybe?
Any help appreciated.
Thanks
Need to prove that the formula for the volume of water V in a hemispherical bowl of radius r when the depth of water is h is given by:
V = ((pi*h^2)/3) * (3r-h)
I assume using integration. Solids of revolution maybe?
Any help appreciated.
Thanks