If the vectors A and B are parallel to each other, then ĀxB 1 A +B = 0 A.B 0 %3D Ā xB = 0 %3D
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- Find the angle between the vectors Á = 3î – 5ĵ + 4k and B = 2î – 3k. %3DGiven these vectors: A = (-7.3)î + (3) + (5.4)k B = (6.6)î + (3.5)ĵ + (6.1)k č = (-1.7)î + (2.8)ĵ + (9.6)k Find (2Ä – B) · Č. %3D %3D Find the angle 60 between these two vectors: A = (6.5)î + (2.6)ĵ B = (8.3)î + (5.1)} %3DYou have two vectors. Vector A = 31 +43 and vector B = 62-53 What is the y-component of 3 A + 2B? 07.6 2 15 O-1 9
- 1. Consider two points in space A = (2,1,3) and B = (1,0, – 1), and let a' and b represent the vectors OA and OB , respectively, where O = (0,0,0) is the origin. (a) Find the coordinate of the fourth vertex of the parallelogram whose other three vertices are 0, A, and B. (b) Let c = a' + b, find the unit vectors î, î, and î, in the direction of a', b, and c, respectively. (c) Find the projection of 2 a – 3 b onto the x, y and z axis, respectively. (d) Find the angle between 2 a' – 3 b and the x, y and z axis, respectively.Which of the following unit equations is correct? Select one: O a. N-C = V/m O b. N/m V/C %3D O c. N/V = m/C O d. N-m V-C O e. N-V = N-m