Problem 2: A 2 D general force system acts on the beam and the beam is in equilibrium. Determine the unknown forces
A_(y)
.
B_(s )
and a couple,
M_(B)
at point B by using the equilibelum equations:
\sum_(i=1)^0 F_(ir)=0;\sum_(i=1) F_(ly)=
0 ; and
\sum_(i=1)^= M_(ec)=0
where o is an arbitrary point. Use
Mp= 1-Fd
scalar form for 2D.

Question

Problem 2: A 2 D general force system acts on the beam and the beam is in equilibrium. Determine the unknown forces

A_(y)

.

B_(s )

and a couple,

M_(B)

at point B by using the equilibelum equations:

\sum_(i=1)^0 F_(ir)=0;\sum_(i=1) F_(ly)=

0 ; and

\sum_(i=1)^= M_(ec)=0

where o is an arbitrary point. Use

Mp= 1-Fd

scalar form for 2D.

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Expert Answer to - Problem 2: A 2 D general force system acts on the beam and the beam is in equilibrium. Determine the

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Solution for - Problem 2: A 2 D general force system acts on the beam and the beam is in equilibrium. Determine the

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This an additional answer to - Problem 2: A 2 D general force system acts on the beam and the beam is in equilibrium. Determine the

(Solved): Problem 2: A 2 D general force system acts on the beam and the beam is in equilibrium. Determine the ...