Question

Calculate the reactions at the supports A and B. Roller support at A and pin support at B. A 6 m 40 kN B 8 m 12 m a) RA = 40kN, Bx = 66.67kN and By = -40kN b) RA = 36.67kN, Bx = 46.67kN and By = -40kN c) RA = 26.67kN, Bx = 26.67kN and By = -40kN d) RA = 66.67kN, Bx = 36.67kN and By = -40kN

          Calculate the reactions at the supports A and B. Roller support at A and pin support at B.

A
6 m
40 kN
B
8 m
12 m

a) RA = 40kN, Bx = 66.67kN and By = -40kN
b) RA = 36.67kN, Bx = 46.67kN and By = -40kN
c) RA = 26.67kN, Bx = 26.67kN and By = -40kN
d) RA = 66.67kN, Bx = 36.67kN and By = -40kN

Calculate the reactions at the supports A and B. Roller support at A and pin support at B.

A
6 m
40 kN
B
8 m
12 m

a) RA = 40kN, Bx = 66.67kN and By = -40kN
b) RA = 36.67kN, Bx = 46.67kN and By = -40kN
c) RA = 26.67kN, Bx = 26.67kN and By = -40kN
d) RA = 66.67kN, Bx = 36.67kN and By = -40kN

Added by Dalton J.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Supreeta N

06/26/2023

Step 1

First, we need to calculate the total length of the beam, which is 6m + 8m + 12m = 26m. Show more…

Show all steps

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Calculate the reactions at the supports A and B. Roller support at A and pin support at B. 40 kN 6m B 8m 12m a) RA=40 kN, Bx=66.67 kN and By=-40 kN b) RA=36.67 kN, Bx=46.67 kN and By=-40 kN c) RA=26.67 kN, Bx=26.67 kN and By=-40 kN d) RA=66.67 kN, Bx=36.67 kN and By=-40 kN