You have three paints: P1(2,3,4) in cartesian, P2(3, 30, 1) in cylindrical, and P3(5, 60, 45)...

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You have three paints: P1(2,3,4) in cartesian, P2(3, 30°, 1) in cylindrical, and P3(5, 60°, 45°) in spherical. a) Write the position vector for each point in its coordinate system b) Find the angle between P1P2 and P1P3 c) Find the normal unit vector (in cartesian coordinate) to the plane defined by the three points You have three paints: P1(2,3,4) in cartesian, P2(3, 30°, 1) in cylindrical, and P3(5, 60°, 45°) in spherical. a) Write the position vector for each point in its coordinate system b) Find the angle between P1P2 and P1P3 c) Find the normal unit vector (in cartesian coordinate) to the plane defined by the three points

Answer rating: 100% (QA)

a To write the position vector for each point in its coordinate system P1 in Cartesian coordinates x y z P1 2 3 4 P2 in cylindrical coordinates z P2 3 ... View the full answer