Select one: Ax = 0, Ay = 360 N (upward), MA = 180 N.m (counter-clockwise) and By = 90 N (upward). Ax = 0, Ay = 240 N (upward), MA = 90 N.m (counter-clockwise) and By = 60N (upward). Ax = 0, Ay = - 80...


Select one:<br>Ax = 0, Ay = 360 N (upward), MA = 180 N.m (counter-clockwise) and By = 90 N (upward).<br>Ax = 0, Ay = 240 N (upward), MA = 90 N.m (counter-clockwise) and By = 60N (upward).<br>Ax = 0, Ay =<br>- 80 N (upward), MA = 10 N.m (counter-clockwise) and By = 45 N (upward).<br>Ax = 0, Ay = 120 N (upward), MA = 60 N.m (counter-clockwise) and By = 30 N (upward).<br>Ax = 0, Ay = 360 N (upwarc) MA = 180 N. m (counter-clockwise) and By = 60 N (upward).<br>

Extracted text: Select one: Ax = 0, Ay = 360 N (upward), MA = 180 N.m (counter-clockwise) and By = 90 N (upward). Ax = 0, Ay = 240 N (upward), MA = 90 N.m (counter-clockwise) and By = 60N (upward). Ax = 0, Ay = - 80 N (upward), MA = 10 N.m (counter-clockwise) and By = 45 N (upward). Ax = 0, Ay = 120 N (upward), MA = 60 N.m (counter-clockwise) and By = 30 N (upward). Ax = 0, Ay = 360 N (upwarc) MA = 180 N. m (counter-clockwise) and By = 60 N (upward).
Determine, using the principle of superposition, the reactions at supports A and B for equilibrium.<br>The beam is fixed at A and supported by a roller at B.<br>Take Wo -300 N/m and consider El is constant.<br>WO<br>B<br>3 m<br>Select one:<br>

Extracted text: Determine, using the principle of superposition, the reactions at supports A and B for equilibrium. The beam is fixed at A and supported by a roller at B. Take Wo -300 N/m and consider El is constant. WO B 3 m Select one:

Jun 11, 2022
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