3) Boxes of mass m₁ = 2.0 kg and m₂ = 1.0 kg are placed on a rough ramp inclined at an angle of 0 =25° as shown. The coefficient of kinetic friction between the boxes (m₁ and m₂) and the ramp is0.40. The light string is connected only to m₁ and to m3, but m₁ and m₂ are in contact. The stringpasses over a frictionless pulley and is connected to mass m3 =10.0 kg. When the masses arereleased, mass m3 descends with an acceleration of 5.76 m/s². b. Find the tension in the string.C. Find the magnitude of the force exerted on mass m₂ due to mass m₁.d. Find the magnitude of the force exerted on mass m₁ due to mass m₂.m3m₂m₁Ө

Answered: Image /qna-images/answer/80258259-5ce9-4203-b323-cf92698b6c59.jpg

Answered: b. Find the tension in the string. C.…

b. Find the tension in the string. C. Find the magnitude of the force exerted on mass m₂ due to mass m₁. d. Find the magnitude of the force exerted on mass m₁ due to mass m₂. m3 m₂ m₁ Ө

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

See similar textbooks

Similar questions

6. Consider the three forces F1= 2i + 8j + 7k lbf, F2 = 3i –j- k lb, and F3 = 3i +j+ 2k lbf. Find the resultant force and its magnitude.
Q3a. Force vectors F1 and F2 act on body P with the resultant force vector R. The resultant force R = 350 N and the angle between R and the x-axis is of 35°. If F1 = 180 N and the angle between F1 and the x-axis is 72°, determine the magnitude of F2. Assume coplanar vector forces and give your answer in newtons (N) to two decimal places. F1 R F2 Body, P Answer:
Prob 2: Abarge is pulled by two tugboats if the resultant of the forces exerted by the tugboats is (25000)N directed along the axis d the barge idetermine the tension in each rope, て、 30° )45. T2 R. 307 Porge 45 T2 T. 30 45
Q1/ A 30 kg mass is supported by cables as shown in figure bellow. determine tension in each cables. 459 30 F 130° 0
A wracking ball is suspended below two cables each at an angle with the horizontal. The left cable has tension T1 and angle 37 degrees with the horizontal. The right cable has tension T2 and angle 22 degrees with the horizontal. The Wracking ball has mass 180 kg. Find the magnitude of tension T2.
Two cables support a 1000-lb weight, as shown. Find the tension in each cable. 69° 50° 1000 lbs
Q1. As shown in the image below, the flower pot has a mass of 12 kg, and it is supported by cable AB and cable AC. Draw the free body diagram (FBD) of the ring at point A in order to determine the force in each supporting cable. Draw the FBD on paper and write in the answer space below "see netes". B 5 3. 从

Problem 2 [20 Pts] The cables AB and AC are attached at the support on the floor at A. The С (2, 5, 1) m В (5, 6, -2) m magnitudes of the tension forces in the two cables are TAB = 300 N and TAC = 450 N, respectively. TAC a) Express the forces TAB and TAc in terms of their components. ТАВ ТA (3, 1, 4) m b) Define the total force exerted by the two cables at point A. Редактировать PDF
1: Determine the magnitude of F, and length y if F;=1500 N and x =1.75 m. You may assume that the tension in a rope on one side of a pulley is equal to the tension in the rope on the other side of the pulley. In making this assumption, you are neglecting the effects of friction. 2m
Determine the magnitude and direction of the resultant for system of forces shown in the figure. Take F1 = 106.8 N, F2 = 83.3 N, F3 = 29.8 N, F4 = 75.8 N, F5 = 32.5 N, α = 29.4°, β = 47.5°, and γ = 50.8°. a) Sum of all horizontal force components, ΣH (N) = b) Sum of all Vertical force components, ΣV (N) = c) The resultant force, R (N) = d) The direction of the resultant force, θ (Degree) =
The bent rod is supported by a smooth surface at B and by a collar at A, which is fixed to the rod and is free to slide over the fixed inclined rod. Suppose that F = 160 lb and M = 400 lb⋅ft . Determine the magnitude of the reaction force on the rod at B and the magnitude of the reaction force on the rod at A. Determine the moment of reaction on the rod at A.