The area of a circular plate is one-sixteenth the surface area of a ball of a ball, If the area of the plate is given as P cm2, then the radius of the ball ...

Question 1 Report

The area of a circular plate is one-sixteenth the surface area of a ball of a ball, If the area of the plate is given as P cm², then the radius of the ball is

\(\frac{2P}{\pi}\)

\(\frac{P}{\sqrt{\pi}}\)

\(\frac{P}{\sqrt{2\pi}}\)

2\(\frac{P}{\pi}\)

Circles

View Answer