What is the position vector from B to A in both Cartesian and Polar form in...
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)
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
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
Express the Force in Cartesian vector form in Figure 1. Then, determine: a) Its magnitude b) Coordinate direction angles
1) (30 pts) A Force is given with F= BC kN in the figure below. According to this configuration, please; a) write the force in Cartesian vector form, b) write unit vector of AB in Cartesian vector form, c) find magnitude of the projected component of the force Facting along the axis AB of pipe. d) determine the projected component of the force Facting along the axis AB of pipe in Cartesian vector form. B 4 m 6 m 3...
Part A - Calculating the magnitude of a vector from its components What is the magnitude of FF? Express your answer to three significant figures and include the appropriate units. Part B - Components of a vector Determine the components of PP in the ii, jj, and kk directions. Express your answers, separated by commas, to three significant figures. Part C - Finding Cartesian components from right triangles What are the Cartesian components of force TT? Express your answers, separated...
The general process (not referenced to Figure 1) to calculate the moment of a force about a specified axis is as follows:The magnitude of a moment about a line segment connecting points P and Q due to a force F applied at point R (with R not on the line through P and Q ) can be calculated using the scalar triple product,MPQ=uPQ · r × Fwhere r is a position vector from any point on the line through P...
a) Using the position vector from A to C, calculate the moment about segment AB due to force Fb) Using the position vector from B to C, calculate the moment about segment AB due to force FThe general process (not referenced to Figure 1) to calculate the moment of a force about a specified axis is as follows:The magnitude of a moment about a line segment connecting points P and Q due to a force F applied at point R (with R...
Given the forces shown, find: a) each force in Cartesian vector form, b) the magnitude and coordinate direction angles of F2 so that the resultant of the two forces acts along the positive X-axis and has a magnitude of 500N, c) if the distance from A to B is 5m, what are the coordinates of point B.
Position Vectors Part A-F Learning Goal: To find a position vector between two arbitrary points As shown, two cables connect three points. C is below A by a distance C. -2.30 ft and connected to A bya cable 6.94 ft long Cable AC forms an angle #- 33.0 Using the d Express yo > View Ava with the positive y axis. B is 9.30 ft above C and the distances B, and By are 9.10 ft and 5.30 ft. respectively...