Part 2 In order to find the distance between these two locations, you need to know the angle between the two vectors (or the central angle). To find the angle, you will need to find the dot product of your two vectors and find the magnitude of each. Finding the dot product of 3D vectors is essentially the same as finding the dot product of 2D vectors: (a,b.c) . (d, e, f) = ad + be + of Finding the magnitude of 3D vectors is also essentially the same as it is for 2D vectors: [a.b.c ) - Vat th + c- Now find the angle 0 between your two vectors using this formula: 0 - cos Show your work in the space below. Be sure to find 0 in radians, not in degrees: a-0.316 b-0.30419 --0.8951 d- 0.36924 e-0.8277