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- Suppose you add two vectors A and B . What relative direction between them produces the resultant with the greatest magnitude? What is the maximum magnitude? What relative direction between them produces the resultant with the smallest magnitude? What is the minimum magnitude?The polar coordinates of a point are 4/3and 5.50 m. What are its Cartesian coordinates?determine X-Y. Express your answer in unit vectors.
- If force F is expressed as a Cartesian vector, it would be F = Fx i + Fy j + Fz k, where i, j, and k are unit vectors. Find the nearest Fx, Fy and Fz all in lb. 5 ft B7 ft X Z Fx = -70.5; Fy = 57.2; and Fz = -83.2 Fx = 98.2; Fy = -44.7; and Fz = -57.2 Fx = -70.4; Fy = 88.2; and Fz= -59.4 Fx = 59.4; Fy = -88.2; and Fz = -83.2 F = 135 lb 10 ft 70° 30° A yThe components of vectors ?⃗ and ?⃗ are given as follows: Ax = 5.1 Bx = -2.6 Ay = -5 By = -4.3 What is the magnitude of vector sum ? + ? choices: a. 2.5 b. 5.1 c. -9.3 d. 9.6 The equilibrant force is 5500 Dynes in magnitude and in the direction of 30 degrees South of East. Find the resultant force and direction. 5500 Dynes 170 degres 5500 Dynes, 150 degrees 5500 Dynes, 130 degrees 5500 Dynes, 30 degreesIf S is a function of (x, y, z) coordinates, and P = Aî - Bj – Ck where i, j, and k are the unit vectors, drive the following: 1. V x V VS 2. V.VxVS 3. V x V. P 4. V. V x P
- I need help with adding these vectorsMoving to another question will save this response. Question 6 Given two vectors A = 7i+ 5j - 2k, and B = 3i – 10j + 6k, what is the angle between the two vectors? O A. 112.7° B. 116.3° O C. 118 4° O D. 115° O E. None of these Moving to another question will save this response.X 3. Calculate the coordinate direction angles of vector Q. Z 72° 36° Q = 300 lb -Y
- 7. Calculate the resultant force. Express the answer in terms of unit vector. F = 2.0 N, 20° N of W F = 12 N, 70° Sof W F = 10.5 N, South F; = 15 N, 22° N of W F3 = 18 N, 15° S of E F - 5 N, WestGiven two vectors A = 2i +3j++ 4k and B = 3i + 1j - 3k. Find the unit vector that is perpendicular to the two vectors. OA-1+61-11k 326 OB.-131+61-11k 326 OC. -î+1 -110 -- 13 13 326 O D. 6 11 -13i+ -j- - 13 13 1.931. Express the force as representation. a Cartesian vector or Rectangular F= 50 lb 45°