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Question 3 Consider the beam below: (a) Determine if the beam is statically determinate or not, (b) If statically determinate, compute the reactions at supports A, D, and F. 6 m F 65 E 2 m 2m 2 mo D C 60⁰ to 60 kN 6 m A

Question 3 Consider the beam below: (a) Determine if the beam is statically determinate or not, (b) If statically determinate, compute the reactions at supports A, D, and F. 6 m F 65 E 2 m 2m 2 mo D C 60⁰ to 60 kN 6 m A

Structural Analysis
Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Please help solve Question 3 part B 

**Question 3** Consider the beam below: (a) Determine if the beam is statically determinate or not. (b) If statically determinate, compute the reactions at supports A, D, and F. --- **Diagram Explanation:** - The beam is supported at three points: F (a roller support), D (a hinged support), and A (a fixed support). - The distances between the supports are marked along the beam: 6 meters from F to E, 2 meters from E to D, 2 meters from D to C, 2 meters from C to B, and 6 meters from B to A. - There is a point load of 60 kN acting upwards at point C. The setup shows the arrangement of the beam and the forces for analysis.
Transcribed Image Text:**Question 3** Consider the beam below: (a) Determine if the beam is statically determinate or not. (b) If statically determinate, compute the reactions at supports A, D, and F. --- **Diagram Explanation:** - The beam is supported at three points: F (a roller support), D (a hinged support), and A (a fixed support). - The distances between the supports are marked along the beam: 6 meters from F to E, 2 meters from E to D, 2 meters from D to C, 2 meters from C to B, and 6 meters from B to A. - There is a point load of 60 kN acting upwards at point C. The setup shows the arrangement of the beam and the forces for analysis.
Expert Solution
Step 1

Given,

A beam:-

Civil Engineering homework question answer, step 1, image 1

Number of Members = m= 4

Number of joints =j = 5

Reaction = R= 1+1+3=5

steps

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