PEARSON ETEXT ENGINEERING MECH & STATS
15th Edition
ISBN: 9780137514724
Author: HIBBELER
Publisher: PEARSON
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The 700-Ib force acting on the frame is to be resolved into the two components acting along the axis of the struts AB and AC. If the component of force along AC is required to be 300 Ib, directed from A to C, determine the magnitude of the force acting along AB and the angle e of the 700-Ib force.
The truck shown below is to be towed using two ropes. If the resultant force is to be 950 N, directed along the positive x axis, determine the magnitudes of forces Fa and Fp acting in each rope and the angle 6 of Fp so that the magnitude of Fp is a minimum. Fa acts at 20° from the x axis as shown.
Using the triangle method, determine the magnitude and direction of the resultant and the equilibrant of the 2 given forces.
Force A = 316lb / 20° E of S. Force B = 518lb / 15° N of E
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- The three forces of magnitude P can be replaced by a single, equivalent force R acting at point A. Determine the distance x and the magnitude and direction of R.arrow_forwardWhere does the resultant of the two forces act? Replace the two forces with a single equivalent force applied at a point on a horizontal line going through point A. Determine the distance d from point A. Your answer will be positive if to the right of A, negative if to the left. 660 N 370 mm 630 N 440 mm. Choices: 5.85 m OO -5.85 m 8.58 m -8.58 marrow_forwardThe resultant of the three concurrent forces acting on the eyebolt is the force R = 600j lb. Determine the magnitude of the force P and the angle θ that specifies the direction of the 800-lb force.arrow_forward
- Determine the angle θ between the 200-lb force and the line OC.arrow_forwardDetermine the magnitude and the coordinate direction angles of the resultant force acting on the ring.arrow_forwardIf the magnitude of the resultant force is 1300 N and acts along the axis of the strut, directed from point A towards , determine the magnitudes of the three forces acting on the strut. Set x = 0 and z = 5.5 m.arrow_forward
- Determine the resultant of the force system. Indicate where the line of action of the resultant intersects the line AB. 900 N B 75mm 125mm 1730 N 75mm 200mm 1 00mmT100mm 450 Narrow_forwardDetermine the resultant R of the two forces shown by applying the parallelogram rule, from the following answers which of them is correct: 600 N 400 N 60 R= 629 N R = 700 N R= 600 N R= 529 N R = 500 Narrow_forwardIf the resultant force of the two tugboats is 3kN, directed along the positive x axis , determine the required magnitude of force Fb and its direction θ.arrow_forward
- Determine the height h above the base B at which the resultant of the three forces acts. 40" 470 lb 40" 40" Answer: h= i B 210 lb 210 lb in.arrow_forward2-29. Three chains act on the bracket such that they create a resultant force having a magnitude of 500 lb. If two of the chains are subjected to known forces, as shown, determine the orientation 0 of the third chain, measured clockwise from the positive x axis, so that the magnitude 300 Ib of force F in this chain is a minimum. All forces lie in the x-y plane. What is the magnitude of F? Hint: First find the resultant of the two known forces. Force F acts in this direction. 30 200 Ibarrow_forward
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