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(40 Points Total) ) A pole is supported by two cables. The tension forces in the...
3. Two forces and a moment act on the bracket below. a) Find the resultant force....
3. Two forces and a moment act on the bracket below. a) Find the resultant force. b) Replace the given system with an equivalent force-couple system acting at B. Sketch the result in the space provided below. Replace the given system with an equivalent system consisting of only a force whose line of action intersects the x axis. Determine the coordinate, d, of the point of intersection on the x axis. Sketch the result in the space provided below.4 SOON...
Given: A 90-load is suspended from the hook and supported by two cables and a spring....
Given: A 90-load is suspended from the hook and supported by two cables and a spring. Find: The force in the cables and the stretch of the spring at equilibrium. k = 500 lb/ft 00000001 Plan: 90 lb 1. Draw a FBD for point A. 2. Apply the E-of-E to solve for the forces in ropes AB and AC.
A bent bar is supported with a fixed end at A. There are two forces applied...
A bent bar is supported with a fixed end at A. There are two forces applied of F1 and F2, to the bar. Replace the two forces with a "Statically Equivalent" resultant force, R. and resultant moment, M, at Point O. Assume "Counter Clockwise" (CCW) is positive for moments. Use the following information: a = 2t, b = 0.5 ft. c = 1.5 ft - 260'. * - 7.2. y = 2.1. F11 = 3 Lbs. IF21 - Lbs. (The...
Given: Two cables are attached to a hook at Pt A (see figure). The tension in...
Given: Two cables are attached to a hook at Pt A (see figure). The tension in cable AB is 600 lb. The tension in cable AC is 850 lb Determine the resultant force magnitude and corresponding coordinate direction angles acting on the hook. Retain three significant digits in each of your final answers. For your diagram, carefully and neatly redraw the cables AB and AC on a rotated coordinate system as shown. Find: Label endpoints. Dimension such that the position...
two cables attached to the pipe assembly each apply a force Name: Date: Problem 1 (20...
two cables attached to the pipe assembly each apply a
force
Name: Date: Problem 1 (20 points) Two cables attached to the pipe assembly each apply a force, which will generate a moment about the support. (These forces are listed in Cartesian form in the diagram below). F:- (-101 + 25j + 2Ok] Ib F1 = 1-208-10j + 25k]}b T 12 It 15 2 211 -21 Part A: Calculate the resultant force Fr acting on pipe assembly. Express your answer...
Given the forces shown, find: a) each force in Cartesian vector form
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.
A block hangs from the end of bar AB that is 7.50 meters long and connected...
A block hangs from the end of bar AB that is 7.50 meters long and connected to the wall in the zz plane. The bar is supported at end A by a ball joint such that it carries only a compressive force along its axis. The bar is supported in equilibrium at end B by cables BD and BC that connect to the zz plane at points C and D respectively with coordinates given in the figure. The z components...
The beam ABC has a mass of 78.0 kg and is supported by the rope BDC...
The beam ABC has a mass of 78.0 kg and is supported by the rope
BDC that runs through the frictionless pulley at D. The winch at CC
has a mass of 44.5 kg. The tension in the rope acts on the beam at
points B and C and counteracts the moments due to the beam's weight
(acting vertically at the midpoint of its length) and the weight of
the winch (acting vertically at point C) such that the resultant...
1. (10 pts) A uniform 30.0-kg scaffold of length 3.0 m is supported by two light cables, as shown in the figure. A painter A of mass "m" kg stands 0.5 m from the left end of the scaffold....
1. (10 pts) A uniform 30.0-kg scaffold of length 3.0 m is supported by two light cables, as shown in the figure. A painter A of mass "m" kg stands 0.5 m from the left end of the scaffold. If the tension in the left cable cable is twice that in the right cable, find the tensions in the cables and the mass of the painter A. (Answer the following questions to solve this problem) a. (2 pts) Draw the...
To understand the two most common procedures for finding torques when the forces and displacements are all in one plan...
To understand the two most
common procedures for finding torques when the forces and
displacements are all in one plane: the moment arm method and the
tangential force method. The purpose of this problem is to give you
further practice finding torques in two-dimensional situations. In
this case it is overkill to use the full cross product definition
of the torque because the only nonzero component of the torque is
the component perpendicular to the plane containing the problem.
There...
3. Two forces and a moment act on the bracket below. a) Find the resultant force. b) Replace the given system with an equivalent force-couple system acting at B. Sketch the result in the space provided below. Replace the given system with an equivalent system consisting of only a force whose line of action intersects the x axis. Determine the coordinate, d, of the point of intersection on the x axis. Sketch the result in the space provided below.4 SOON...
Given: A 90-load is suspended from the hook and supported by two cables and a spring. Find: The force in the cables and the stretch of the spring at equilibrium. k = 500 lb/ft 00000001 Plan: 90 lb 1. Draw a FBD for point A. 2. Apply the E-of-E to solve for the forces in ropes AB and AC.
A bent bar is supported with a fixed end at A. There are two forces applied of F1 and F2, to the bar. Replace the two forces with a "Statically Equivalent" resultant force, R. and resultant moment, M, at Point O. Assume "Counter Clockwise" (CCW) is positive for moments. Use the following information: a = 2t, b = 0.5 ft. c = 1.5 ft - 260'. * - 7.2. y = 2.1. F11 = 3 Lbs. IF21 - Lbs. (The...
Given: Two cables are attached to a hook at Pt A (see figure). The tension in cable AB is 600 lb. The tension in cable AC is 850 lb Determine the resultant force magnitude and corresponding coordinate direction angles acting on the hook. Retain three significant digits in each of your final answers. For your diagram, carefully and neatly redraw the cables AB and AC on a rotated coordinate system as shown. Find: Label endpoints. Dimension such that the position...
two cables attached to the pipe assembly each apply a
force
Name: Date: Problem 1 (20 points) Two cables attached to the pipe assembly each apply a force, which will generate a moment about the support. (These forces are listed in Cartesian form in the diagram below). F:- (-101 + 25j + 2Ok] Ib F1 = 1-208-10j + 25k]}b T 12 It 15 2 211 -21 Part A: Calculate the resultant force Fr acting on pipe assembly. Express your answer...
A block hangs from the end of bar AB that is 7.50 meters long and connected to the wall in the zz plane. The bar is supported at end A by a ball joint such that it carries only a compressive force along its axis. The bar is supported in equilibrium at end B by cables BD and BC that connect to the zz plane at points C and D respectively with coordinates given in the figure. The z components...
The beam ABC has a mass of 78.0 kg and is supported by the rope
BDC that runs through the frictionless pulley at D. The winch at CC
has a mass of 44.5 kg. The tension in the rope acts on the beam at
points B and C and counteracts the moments due to the beam's weight
(acting vertically at the midpoint of its length) and the weight of
the winch (acting vertically at point C) such that the resultant...
1. (10 pts) A uniform 30.0-kg scaffold of length 3.0 m is supported by two light cables, as shown in the figure. A painter A of mass "m" kg stands 0.5 m from the left end of the scaffold. If the tension in the left cable cable is twice that in the right cable, find the tensions in the cables and the mass of the painter A. (Answer the following questions to solve this problem) a. (2 pts) Draw the...
To understand the two most
common procedures for finding torques when the forces and
displacements are all in one plane: the moment arm method and the
tangential force method. The purpose of this problem is to give you
further practice finding torques in two-dimensional situations. In
this case it is overkill to use the full cross product definition
of the torque because the only nonzero component of the torque is
the component perpendicular to the plane containing the problem.
There...
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