Question

a sphere is inscribed in a cylinder,such that the point on a curve line touches tha inner surface of tha cylinder.what is tha ratio of tha volume of tha sphere to tha volume of tha cylinder?

Answer 1

Answer:

h/4r

Step-by-step explanation:

volume of cylinder = π$r^{2}$h

volume of sphere = 4π$r^{3}$

ratio of volume = $\frac{volume of sphere}{volume of cylinder}$

=  π$r^{2}$h/4π$r^{3}$

= h/4r

kindly refer to the diagram, mark as brainliest! :)