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hapter 03, Problem 009 two vectors are given by a-(40m). (3.0 m)) + (1.0 r) and b-(-10 m»-(1.0 m ) + (4.0 m). In unit vector notation, find (ai b)7-b, and (c) a third vector 7 such that a-b + = 0. j- % Units Units : (b) t j- Units
·BACKE.ou İNTER VERSİON , and , what are (a) the magnitude a magnitude of 45.0 m and lie in an xy plane. Their directions relative to the positive direction of the x axis are 27.0 195 and 312 and (b) the ingle of the vector → + b + relative to the +x direction in the range of (-180°, 180°)), and (c)the magnitude and (d) the angle of a-b+7in the r ange of (-180P, 1800)7 What are () the magritude and (1) the angle (in the range of (-180, 180) of a fourth vector d such that (b) N
Vector A has a magnitude of 2.10 units, vector B has a magnitude of 100 unts, and A B has avae of 14.0. What is the angle between the directions of A and B Units the t
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