(a) Find the components A, and A,, for the vector A, whose magnitude and direction are given by A = 3.5 m and 0 = 66°, respectively. == (b) Find B and 0 for the vector B with components Bx = 75.5 m and By = −6.20 m. (c) The sum of two vectors is (51-2) and the difference is (31 + 41). Find the two vectors. (d) Find the value of 2 so that A = 21+ 3j-k and B = 41-2j+2k are perpendicular to each other.
