Pick the correct formula that describes the relationship between force and resultant moment. Here F, M and r represent the force, moment, and the location where force is applied.
A.) ?=?×? B.) ?=?×?
C.) ?=?∙? D.) ?=?∙?
Pick the correct formula that describes the relationship between force and resultant moment. Here F, M...
Replace the force F acting on the pipe assembly by an
equivalent resultant force and couple moment at point A.Use F = 165 N, a = 740 mm, b = 130
mm, c = 370 mm, d = 675 mm, θ1 = 57
degrees, and θ2 = 64 degrees for your calculations.Your Answer :x-component of the resultant force at point Ain N (round the result to 1 decimal place):y-component of the resultant force at point Ain N (round the result to...
Question 1 options:
Determine the moment of force F about an axis
extending between A and C. Express the result as
a Cartesian vector. Use F = {5i +
10j - 4k} kN, L1 = 5 m, L2 = 4 m,
and L3 = 3 m for your calculations.
Your answer:
x-component of the resultant moment in kNm (round the
result to 1 decimal place):
y-component of the resultant moment in kNm (round the
result to 1 decimal place):
z-component...
Determine equivalent force-couple system at A. If Fac-999 N and F-1998 N write both resultant and moment about A in form of sum of components (xi +y k) Identify coordinates of points A ( в ale D ( E( 3 mi 3 un 1,5 m Set up and solve equations for sums of the forces in each direction a. i + b. Fill in the blanks: R = Set up matrices needed to determine moment about A c. d. Resolve...
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...
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 couple of magnitude M = 54 lb. in and the three forces shown are applied to an angle bracket.(a) Find the equivalent force-couple system (resultant force-couple) located at Point B.(b) Determine the resultant force couple located at Point C.(c) Determine locations, (x,y), where the resultant force-couple system consists only the net force but no resultant moment, i.e = Moment R = 0. Please definecoordinates first.
MCQ: Formula that describes the statement of Coulomb's law is 1. f=kQ1Q2/r2 2. f= Q1Q2/r 3. f=kQ/r2 4. f=kQ1Q2/r Three point charges are arranged as shown below: B. C А . . . charge A = 9.00 PC charge B = 3.00 PC charge C = 5.33 uc . the distance between charges A and B (CAB) is 0.130 m • the distance between charges B and C (BC) is 0.110 m What is the magnitude of the force on...
1) Replace the force sy stem by a resultant force acting along axis (between OA) 30 la 20N The answer is most nearly 4 F-500 N baving a 37.9° angle counterclockwise wih r; at 2.25 m from O B) F-500 N having a 53.1° angle clockwise with x: at 3 m from O C)F-00 N having a 53. 1° angle counterclockwise with x ; at 1.75 m forno. D) F-500 N having a 37.99 angle counterclockwise with x: at 1.35...
Replace the loading on the beam by an equivalent resultant force and specify its location measured from point A. (b) Calculate the value of the reactions at support A and support B. (c) calculate the shear, normal force, and bending moment at a point 1.5 m to the right of A. (d) Same as (c) but at a point 0.5 m to the right of B. The system is in equilibrium.
Replace the force system acting on the post by a resultant force and couple moment at point O. Take F1= 350 lb and F2 = 230 lb . (Figure 1) Part A Determine the magnitude of the resultant force. Part B Determine the angle between the resultant force and the a axis. Part C Determine the equivalent resultant couple moment about the point O.