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Problem 9. A beam AB 15m long is simply supported at points A and B. It carries a uniformly varying load ranging from 230 N/m at A to 500 N/m at B. LE 230 N/m 1. 2. N S 15 m 500 N/m Determine the maximum shear in the beam. Find the distance of the point of maximum moment from A. 3. Calculate the maximum moment in the beam. Ans: 3,075 N; 7.957 m; 10.30 kN-m

Problem 9. A beam AB 15m long is simply supported at points A and B. It carries a uniformly varying load ranging from 230 N/m at A to 500 N/m at B. LE 230 N/m 1. 2. N S 15 m 500 N/m Determine the maximum shear in the beam. Find the distance of the point of maximum moment from A. 3. Calculate the maximum moment in the beam. Ans: 3,075 N; 7.957 m; 10.30 kN-m

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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Problem 9. A beam AB 15m long is simply supported at points A and B. It carries a uniformly varying load ranging from 230 N/m at A to 500 N/m at B. LEV 230 N/m 1. 2. N ♡ 500 N/m 15 m Determine the maximum shear in the beam. Find the distance of the point of maximum moment from A. 3. Calculate the maximum moment in the beam. Ans: 3,075 N; 7.957 m; 10.30 kN-m
Transcribed Image Text:Problem 9. A beam AB 15m long is simply supported at points A and B. It carries a uniformly varying load ranging from 230 N/m at A to 500 N/m at B. LEV 230 N/m 1. 2. N ♡ 500 N/m 15 m Determine the maximum shear in the beam. Find the distance of the point of maximum moment from A. 3. Calculate the maximum moment in the beam. Ans: 3,075 N; 7.957 m; 10.30 kN-m
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