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• 1. Calculate the horizontal (x) component of the reaction (supporting) force (Ib) at point A.
• 2. Calculate the vertical (y) component of the reaction (supporting) force (lb) at point A.
• 3.Calculate the magnitude of the total reaction force (Ib) at point A. 
• 4.Calculate the horizontal (x) component of the reaction (supporting) force (b) at point D. 
• 5.Calculate the vertical (y) component of the reaction (supporting) force (Ib) at point D.

Transcribed Image Text:

Consider the situation below in which a steel beam is supported by a column at one end (at A) and is supported (at B) part way along its length by a wall. The beam is pinned to the column at A and is supported by a roller connection at B. The beam has applied loads as shown in the figure (dark gray vectors). column A 8 pinned 6' 700 lb B beam 12' 60° 1100 lb OOO roller wall 6' 500 lb E Consider the situation below in which a steel beam is supported by a column at one end (at A) and is supported (at B) part way along its length by a wall. The beam is pinned to the column at A and is supported by a roller connection at B. The beam has applied loads as shown in the figure (dark gray vectors). column A 8 pinned 6' 700 lb B beam 12' 60° 1100 lb OOO roller wall 6' 500 lb E

Answer rating: 100% (QA)

FBD of beans A 16 RA Because Footb 1100 co 60 550 l ... View the full answer