Figure Q1c shows a bracket on rollers that allow the bracket to move along a beam in the horizontal direction. A force F₁ of 2625 N acts at point A where the angle between F, and the x-axis is 100. If force F₂ acts at an angle a = 40° between F2 and the y-axis: (i) Determine the magnitude of F2 necessary to maintain bracket on horizontal equilibrium. (ii) Determine the vertical force at A acting along the y-axis. Give your answers to the nearest newton (N) to 2 decimal places. Assume coplanar forces and assume horizontal rolling is frictionless. F1 y २ Figure Q1c F2

Figure Q1c shows a bracket on rollers that allow the bracket to move along a beam in the horizontal direction. A force F₁ of 2625 N acts at point A where the angle between F, and the x-axis is 100. If force F₂ acts at an angle a = 40° between F2 and the y-axis: (i) Determine the magnitude of F2 necessary to maintain bracket on horizontal equilibrium. (ii) Determine the vertical force at A acting along the y-axis. Give your answers to the nearest newton (N) to 2 decimal places. Assume coplanar forces and assume horizontal rolling is frictionless. F1 y २ Figure Q1c F2

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

Fast please give me all answers please
2 m 3 m 0.75 m 30° 1m 60° y F The system shown is supported by journal bearings at points A, B, and C. The applied force F has a magnitude of 1000N. Take the following support reactions: •Cx=-100 N (acting in negative x-direction) Cy = -1000 N (acting in negative y-direction) • By = +750 N (acting in positive y-direction) Which of the following is closest to the magnitude of the force reaction at A in the z- direction (i.e. Az)? 身

The given system is in static equilibrium with the strings AB, BC, and CD connected to support the 40N and 50N weights. The middle string BC is exactly horizontal, and points A and D are connected to a rigid support. Calculate the tension forces T{1}, T{2}, T{3} and the angle theta?
Given: Member OC rotates about the pin at point O when the force T' is applied. Spring AB is unstretched when OC is vertical. The spring constant for spring AB is k = 80 lb/in. Find: the magnitude of force T that is required to hold the position shown. 10 in 45° 5 in B k = 80 lb/in 5 in 30⁰
Sample Problem 2/8: Resolve the 170 lb force of Fig. below into two components, one along AB and the other parallel to CD. A 12 15 170t
Select the option correct
Can someone please help me to solve question 6? Please show all work, formulas, and diagrams. Please and thank you!!!
1. Calculate the horizontal (x) component of the reaction (supporting) force (lb) at point A. 2. Calculate the vertical (y) component of the reaction (supporting) force (lb) at point A. 3. Calculate the magnitude of the total reaction force (Ib) at point A. 4. Calculate the horizontal (x) component of the reaction (supporting) force (b) at point D. 5.Calculate the vertical (y) component of the reaction (supporting) force (Ib) at point D.