Question
If x = r sin A cos B, y = r sin A sin B and z = r cos A,
then find x² + y² + z².Solution
x = r sin A cos B, y = r sin A sin B z = r cos A Now, x² + y² + z² = (r sin A cos B) ² + (r sin A sin B) ² + (r cos A)2 = r2 sin2 A (cos² B + sin² B) + r2 cos² A = r² sin² A + r2 cos² A = r² (sin² A + cos² A) = r2
Find the value of ∛ 15625
Find the cube of 903.
A cube has edge 13 m. Find its length of diagonal, surface area and volume.
Find the total surface area of cube whose volume is 64 m3
Find the value of ∛ 5832
Find the value of ∛262144
Find the value of ∛ 19683.
Find the value of ∛ 32768
Find the cube of 473.
A cube has edge 13 m. Find its length of diagonal, surface area and volume.Â