Determine the magnitude and direction of the force F = (260 N)i – (320 N)j + (800 N)k.
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Q: Q#4 If Fa = 700 N, and Fc = 560 N, determine the magnitude and coordinate direction angles of the…
A: Given, FB = 700 N FC = 560 N A = 0i+0j+6k B = 2i-3j+0k C = 3i+2j+0k
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Q: A force F with a magnitude of 200 N is applied at the origin O of the axes x-y-z as shown. The line…
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Q: Problem 3: Two forces, P and Q, are applied to the lid of a storage box as shown. If P = 35N and Q =…
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Q: A force F of magnitude 1200 N acts at the origin of a coordinate system. Knowing that θx =65°,…
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A: GIVEN: F=150N L=250mm θ=50' angle α=90+20-50=60'
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Q: A force F with a magnitude of 200 N is applied at the origin O of the axes x-y-z as shown. The line…
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Q: A force Facts at the origin of a coordinate system in a direction defined by the angles 0, = 55° and…
A: Q-(1): None of the options given. Q-(2): 7.35 N•m.
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Q: Determine the magnitude and direction of the force F =(650 N)i – (320 N)j +1 (760 N)k.
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Q: 2. Determine the magnitude of the resultant R of the force A and B. B 10KN A=26KN 30° R=.
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Q: Determine the magnitude and direction of the force F= (320 N)j + (400 N)j - (250 N)k.
A: F= (320 N)j + (400 N)j - (250 N)k
Q: Determine the magnitude and direction angles of the force F = (150 N)i + (200)j – (500N) k. %3D
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Determine the magnitude and direction of the force F = (260 N)i – (320 N)j + (800 N)k. |
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- determine magnitude and direction of the resultant force when 1.3KN and 2.7KN having the same line of action and acts in the same directionA force acts at the origin of a coordinate system in a direction defined by the angles θy=55° and θz =45°. Knowing that the x component of the force is –500 lb, determine (a) the angle θx, (b) the other components and the magnitude of the force.Knowing that the forces P and Q are equivalent to a single force R that passes through point A, determine Pand R.
- Determine the magnitude and direction of the force F= (240N)j - (680 N)k.A force acts at the origin of a coordinate system in a direction defined by the angles θx =69.3° and θz =57.9°. Knowing that the y component of the force is –174.0 lb, determine (a) the angle θy, (b) the other components and the magnitude of the force.A force acts at the origin of a coordinate system in a direction defined by the angles θx = 70.9° and θy = 144.9°. Knowing that the z component of the force is –52 lb, determine (a) the angle θz, (b) the other components and the magnitude of the force.
- suppose that F1=4kN. a) Determine the magnitude of the resiltant force FR=F1+F2. b) Determine the direction of the resultant force, measured clockwise from the positive u axisDetermine the value of w and P such that the resultant of the system is a downward force of magnitude 1200 N acting 3.6 m to the right of A. Determine the magnitude of the uniform load w. a.252 N/m b.646.1 N/m c.387.7 N/m d.553.8 N/m3.1 Determine the resultant force acting on the hook.
- A beam supports three loads of given magnitude and a fourth load whose magnitude is a function of position. If b = 1.5 m and the loads are to be replaced with a single equivalent force, determine (a) the value of a so that the distance from support A to the line of action of the equivalent force is maximum, (b) the magnitude of the equivalent force and its point of application on the beam.The 200-N force is to be resolved into components along lines a-a’ and b-b’. (a) Determine α knowing that the component along a-a’ is 150 N. (b) What is the corresponding value of the component along b-b’?acting on the gusset plate of a bridge truss. Show that the resultant force is zero. Example Determine the x and y components of each y F = 6 kN F = 8 kN 888 F= 6 kN 888 F3 = 4 kN 888