Using the graphical tail-to-head method, find the magnitudes and directions of the vectors P and Q, where P = 2A + B+E and Q = E + B + 2A. + +8 c) Using the component method for vector addition, calculate the magnitudes and directions of the following vectors. M= A + B + C. N = A +2B-C. i) ii) Done < GB > Vector Table: Below is a partially filled table of vectors and their magnitudes, directions, and components in an x-y coordinate system. All magnitudes are in meters and all angles are in degrees measured counter-clock-wise from the +x direction. a) Calculate all the missing information for vectors A, B, C, D, and E Vector Magnitude Angle x-comp. 2.00 A B C D = 2 inst-fs-iad-prod.inscloudgate.net = - B - 4.24 315.00 36.87 y-comp. 3.00 1.50 b) Using the graphical tail-to-head method, find the magnitudes and directions of the vectors P and Q, where P = 2A + B + E and Q = E + B + 2A. +