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Force into a Cartesian form using Position Vector Determine the position of point A and point B in each problem. Show solution
Put on paper thank you
Put on paper thank you the solution
put on paper thank you the solution
Put on paper the solution and thank you
Put on the paper the solution and thank you
Express each of the forces in Cartesian vector form B and determine the magnitude and coordinate direction angles of the resultant force.
1. The position vector r acting from point A(-2,-5,6) to B(4,3,-1) in Cartesian vector form are shown below. Determine the distance between points A and B and t angles A(-2,-5,6) y X B(4,3-1) 2. The diagram below shows a force F= 250N is applied to the chord which is attached to the top of a 6m pole. Express force F as a Cartesian vector; and determine its coordinate direction angles. z A(-2,-5,6) F=250N y *B(4,3,-1)
The position vector rab that goes from A to B is (in Cartesian form): -- ift 2 4ft X -- (41 +83 - 3k) ft (0.424i +0.848 -0.318k) ft (-3i+ 8j - 3k) ft (-4i-8j +3k) ft
What is the position vector from B to A in both Cartesian and Polar form in the figure below? If the magnitude of force in the cable is 200 N, what is the force vector from B to A? 7.2 m 28.8 1 9.9 m 12 m F D 1.32 m
Express the position vector r in Cartesian vector form; then determine its magnitude and coordinate direction angles. Given: a = 4 ft b = 25 ft c = 2 ft d = 6 ft e = 6 ft f = 4 ft