Spherical Coordinates(r, A, B )
to
Cartesian Coordinates( x, y, z ) [ 0-180 degree]
  Enter r (distance from center)
  Enter Angle A in Degree
  Enter Angle B in Degree
Find x
Find y
Find z
Find radius of locus of r
 
Use the formulae-
x=rsinA.cosB
y=rsinA.sinB
z=rcos A
1) r is the distance of the point from centre of sphere which is origin.
2) z-axis makes angle A with r .
3) Projection of r on x-y plane makes an angle B with x-axis.
4) Locus of points of same r making same angle A with z-axis makes a circle parallel to the circle in x-y plane with r as radius .
5) For 360> angle > 180 , use sin(180+A) = - sinA and cos (180 + A ) = - cosA;