The belt passing over the pulley is subjected to forces
F1 and F2, each having a
magnitude of 40 N. F1 acts in the
−k direction. Set θ=0∘ so that
F2 acts in the −j
direction.
(Figure 1)
Determine the equivalent force. Express the result in Cartesian vector form.
The belt passing over the pulley is subjected to forces F1 and F2, each having a...
Question 1 As shown in Figure 1, the belt passing over the pulley is subjected to two forces F1 and F, each having a magnitude of 40 N. Fl acts in the-k direction. Take θ-45°. a) Replace these forces by an equivalent force and couple at point A. Express the result in vector form in the coordinate system shown. Replace the force-couple at point A by a single resultant force R passing through b) pulley and determine the y and...
Problem-1.2 The hook shown in the Figure below is subjected to three forces shown in F1, F2 and F3. a) Find the resultant of the force F1 and F2 and call it FA. Use parallelogram law to find the magnitude and direction of the force FA b) Find the magnitude and direction of the force F3, if the resultant FR of the all three forces is 750 N and it is directed along the x-axis.
The bracket is subjected to the two forces shown. Express each force in Cartesian vector form and then determine the resultant force FR. Given that F2 = 480 N (Figure 1)Part A Find the magnitude of the resultant forcePart B Find coordinate direction angle α of the resultant force
A 10 kg object is subjected to two forces F1 and F2. F1 has a magnitude of 20 N and acts straight upward and F2 has a magnitude of 30 N at 30 degrees below the horizontal from the positive x axis. Find the acceleration of the object. A third force F3 is applied so that the object is in static equilibrium. Find F3.
[1] The screw is subjected to the four forces shown. Express each force in Cartesian vector form and then determine the resultant force. Find the magnitude and direction angles of the resultant force. F1-400 N F-150N 600 120 45° Fs-250 N 45 60- F:-600 N
As you will see in a later chapter, forces are vector quantities, and the total force on an object is the vector sum of all forces acting on it. In the figure below, a force F1 of magnitude 6.10 units acts on an object at the origin in a direction θ = 35.0° above the positive x-axis. A second force F2 of magnitude 5.00 units acts on the object in the direction of the positive y-axis. Find graphically the magnitude...
[1] The cables attached to the eyebolt are subjected to the three forces shown. Express each force in Cartesian vector form and determine the magnitude and coordinate direction angles of the resultant force.
The bracket is subjected to the two forces shown. Express each force in Cartesian vector form and then determine the resultant force FR. Given that F2 = 500 NFind the magnitude of the resultant force.Find coordinate direction angle α of the resultant force.Find coordinate direction angle β of the resultant force.Find coordinate direction angle γ of the resultant force.
The bracket is subjected to the two forces shown. Express each force in Cartesian vector form and then determine the resultant force FR. Find the magnitude and coordinate direction angles of the resultant force.
Forces with magnitudes of F1 = 174 newtons and F2 = 260 newtons act on a hook (see figure). The angle between the two forces is θ degrees. (a) When θ = 30°, find the direction and magnitude of the resultant force. (Round your answers to three decimal places.) direction ° magnitude (b) Write the magnitude M and direction α of the resultant force as functions of θ, where 0° ≤ θ ≤ 180°. M = α = (c) Use...