### Problem 5: Resultant Force System on a Bracket**Question:**Three forces are applied to a bracket as shown in the figure below. Replace the given force system by a resultant force system acting at point O. Then, replace the resultant force system by the simplest resultant and locate its line of action as it passes through the y-z plane.**Diagram Analysis:**The diagram depicts a bracket with the following forces applied to it:1. A force of 1000 N applied at point C on the bracket, angled at 45° in both the y and z planes.2. A force of 700 N applied at point B on the bracket, directly downward along the z-axis.3. A force of 1200 N applied at point D on the bracket, angled at 30° from the x-axis and 60° from the z-axis.**Measurements and Coordinates:**- Points A, B, C, D, and E are specified with the following dimensions: - Point A is located 50 mm along the y-axis and 50 mm along the x-axis from the origin. - Point B is located vertically down 100 mm from point A. - Point C is located 75 mm along the y-axis and 75 mm along the z-axis from point A. - Point D is located 100 mm along the x-axis from point O, and is also vertically upward. - Point E is provided for reference with coordinates (150 mm, -50 mm, 100 mm) though it's not directly involved in force application.**Visualization:**- The coordinate system is marked with x, y, and z directions.- The angles and distances are given to fully define the vectors of the applied forces.- Axes are labeled, and the origin point (O) is marked for reference. Forces are labeled with their magnitudes and directions.### Task Objective:1. **Determine the Resultant Force System at O:** - Calculate the resultant force vector by summing the individual force vectors applied at points C, B, and D. - Compute the moments resulting from these forces around point O.2. **Simplify the Resultant Force System:** - Combine the calculated forces and moments into a single resultant force and a single resultant moment. - Identify the line of action of the resultant force as it passes through the y-z plane, providing the simplest resultant system representation.**

Answered: Image /qna-images/answer/ddb8ec7d-cce0-4793-8ea0-7a87e86bc15f.jpg

Answered: Q.5) Three forces are applied to brack…

Q.5) Three forces are applied to brack given force system by a resultant force the resultant force system by the simpl as it passes through the y-z plane. 50 mm 50 mm A

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

See similar textbooks

Similar questions

Question 2 Frame ABCDE shown in Figure Q2 is supported by a fixed connection at B, roller at D and pinned at A. The frame carries 200 kN horizontal point load acting at the middle of member AC, 50 kN point load at point E and 50 kN/m uniform distributed load on member BC. El is constant. majum (b) 2m 2 m 50 kN/m 200 kN 6 m Figure Q2: Frame [Rajah Q2: Kerangka] 6 m D Next, calculate the fixed-end moment (FEM) for all members. w 1000 50 kN (a) For the case of no sway, calculate the value of stiffness (K) and distribution factor (DF) for each member. 2 m
PLEASE DRAW AND LABEL PROPERLY THE FBD. THANK YOU.
Vertical load is applied to point B of a 10 mm radius cylindrical bar as shown in the figure. Calculate the shear stress occurring at point D.
Please help me, the previous answer is wrong. ASAP. Thank you, I will like your answer if it is correct.
5 @ 3m=15m- C H J K L -4 @4m=16m- A B D E 60 kips WHAT IS VERTICAL COMPONENT OF REACTION FORCE AT SUPPORT L ON THE FAR LEFT?
using method of sections. Determine the forces in members BC, BG, and FG.
Draw the Moment of all members.
A BB-series Astromech Droid of mass 154 kg is suspended by the truss structure shown. The truss structure is pinned to the wall at A and is supported by a rocker against the wall at F. A B 2w E F Allow w = 3 m. Determine the forces in all the members in the structure and indicate whether they are in tension or compression.
1.sm X TOOKN Insm CAL CULATE THE SHEAR FORCE AND BENDING MOMENT
Show complete solution. Thank you
Q-2: Through a very narrow gap of height 'h', a thin plate of large extent is pulled at a velocity V. On one side of the plate oil of viscosity m,and on other side oil of viscosity m². Calculate the position of plate so that : (i) The shear force on two sides of plate is equal.
# = poundsa) what is the shear force at 5' rt. of A? (in pounds, 2 decimal places)b) what is the bending moment at 5' rt. of A? (in pounds, 2 decimal places)