The equation p =- in spherical coordinates 5 represents sphere.
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- Find the rectangular coordinates of the point, whose cylindrical coordinates are given. (a) (8, ?/4, 3) (b) (6, −?/3, 7)Find the formula for the distance between the points P1(a1,b1,c1) and P2(a2,b2,c2) given in spherical coordinates.If the equation z=squarerootx^2+y^2 equals the spherical equation phi=c, what is the angle of constant c?
- Convert the point from spherical coordinates to rectangular coordinates. 6, ? 6 , ? 4 (x, y, z) =Given a point in cylindrical coordinate (4, π/3, -4 ), find its equivalence in spherical coordinate. Draw the coordinate system8) Can you please help me with "plot the point whose spherical coordinates are given. Then findthe rectangular coordinates of the point"?
- Find an equation in rectangular coordinates for the surface represented by the spherical equation. ? = 3Plot the point whose cylindrical coordinates are given. Then find the rectangular coordinates of the point.(b) (6, −π/2, 3)Plot the point with spherical coordinates (2, -5pi/6, pi/6) and describe its location in both rectangular and cylindrical coordinates.