Which among the following is the expression for the moment function of the beam shownwith respect to the indicated axes?PXа. М(x)b. M(x) —D Р(x — 0.5L)1 — PL(x — 0.5L)°с. М(х) — Р(x — 0.5L)1 — РL(x + 0.5L)0d. M(x) = P(x + 0.5L)1 – PL(x – 0.5L)ºP(x + 0.5L)! – PL(x + 0.5L)°=--=-0.5L0.5LO a. Expression AO b. Expression CO c. Expression DO d. Expression B

Answered: Image /qna-images/answer/f536defd-8aad-4af5-a965-19b3e38617c4.jpg

Which among the following is the expression for the moment function of the beam shown with respect to the indicated axes? y a. M(x) = P(x + 0.5L)! – PL(x + 0.5L)° b. M(x) = P(x – 0.5L)' – PL(x – 0.5L)° c. M(x) = P(x – 0.5L)' – PL(x + 0.5L)º d. M(x) = P(x + 0.5L)! – PL(x – 0.5L)° - - 0.5L 0.5L O a. Expression A O b. Expression C O c. Expression D O d. Expression B

Which among the following is the expression for the moment function of the beam shown with respect to the indicated axes? y a. M(x) = P(x + 0.5L)! – PL(x + 0.5L)° b. M(x) = P(x – 0.5L)' – PL(x – 0.5L)° c. M(x) = P(x – 0.5L)' – PL(x + 0.5L)º d. M(x) = P(x + 0.5L)! – PL(x – 0.5L)° - - 0.5L 0.5L O a. Expression A O b. Expression C O c. Expression D O d. Expression B

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

What is FB in N? What is the angle FB in degrees? What is FA in N?
A beam is subjected to force as shown in the figure below. Try to analyze the reaction force of the beam at point A and point C. Assuming that the EI of the entire beam section is constant, try to draw the shear curve and bending moment diagram of the beam. (Moment Curve).
L6 3 Q3: A simply supported beam is loaded as shown in figure. A- Draw the shear force diagram and the bending moment for the beam B- Write The position of maximum bending moment * ?on the beam 4KN 6KN ZKN/m 3m 3m 6m 12m
For the given set of forces shown, determine the following if each side of the square is 1m in length.: a. the type of force system b. the magnitude of the couple c. the resultant moment of the forces about A d. the resultant force e. the perpendicular distance of the resultant force from A. f. the x and y intercepts of the resultant force with respect to the X and Y axes thru A. 100k4) JORN 150 kN 20 ku Goka '50 k 50 kN
The reaction at the support A and B is?
Your answer is partially correct. Replace the three forces shown by an equivalent force-couple system at point A. If the forces are replaced by a single resultant force, determine the distance d below point A to its line of action. 240 N 315 N Answers: M= R= i -345 i -120.60 Force-couple system at A. The force is positive if to the right, and the couple is positive if counterclockwise. Single resultant force. 210 N d = 349.65 670 mm 670 mm 670 mm mm N N.m
For questions 1 to 5, consider a bent rod fixed at the wall at A and is acted upon by a 20- N force (parallel to the z-axis) and a 50-N force (parallel to the y-axis) applied at points B and C, respectively. y Z A 3. Which of the following moments is zero? Moment of the 50-N force about y-axis. Moment of the 50-N force about x-axis. Moment of the 20-N force about y-axis. Moment of the 50-N force about z-axis. -4 m- C -2 m- 50 N 20 N. x B X equivalent force-couple set at A of the applied forces 20 and C is the resultant couple
Which among the following is the expression for the moment function of the beam shown with respect to the indicated axes? y P X а. М(x) — Р(x + 0.5L)1 — РL{x + 0.5L)0 b. M(x) = P(x – 0.5L)' – PL(x – 0.5L)° с. М(x) — Р(x — 0.5L)1 — PL(x + 0.5L)0 d. M(x) = P(x + 0.5L)1 – PL(x – 0.5L)º 0.5L 0.5L O a. Expression A O b. Expression C O c. Expression D O d. Expression B
A structure is subjected to force as shown in the figure below. Assuming that the EI of the entire structure section is constant, try to analyze this structure and draw the shear curve (Shear Curve) and bending moment diagram (Moment Curve) of the beam ABCD.
Engineering mechanics problem , Include free body diagram
Using Principle of Virtual Work Method. Determine the displacement of point B in mm of the steel beam, and the slope at the left of point B in rad. E= 200 GPa. I = 200x10^6 mm^4.Please show COMPLETE SOLUTION (How did you compute the SUPPORT REACTIONS and MOMENT EQUATIONS for both the real and virtual system) I want to understand thanks. A neat work is a thumbs up!