Question

If curved surface area of a solid sphere is S and volume is V, let us write the value of S³/V²(not putting the of π?​

Answer 1

Answer:

S³/V² =  36π = 113.04

Step-by-step explanation:

If curved surface area of a solid sphere is S and volume is V then find the value of S^3/V^2​

Let say R = Radius of Sphere

then Curved surface area of Sphere S = 4 πR²

S³ =  (4 πR²)³ = 64 π³ R⁶

Volume of Sphere = V = (4/3)πR³

V² = ((4/3)πR³)² = (16/9)π²R⁶

S³/V² = (64 π³ R⁶) /((16/9)π²R⁶)

=> S³/V² = 36π

using π = 3.14

=> S³/V² =  36 * 3.14

=> S³/V² =  113.04