Period: This bridge spans a 10ft wide creek. A 30lb downward force is located at the top center of the bridge.Calculate the load forces and the X and Y components of each member. Round to 2 decimal places for all forces. For each member, state whether in tension or compression. Name: All force diagrams and triangles should be shown on the back of this page or an additional sheet. Bridge is symmetrical and static. A Ay 58.00⁰ B 10 30 lbs D C 48.98* E How much force is Ay and Ey? Ay= Can this problem be solved using the method of joints? circle- YES/NO Remember: EFx = 0, ΣFy = 0 & ΣΜz = 0 lbs Fy=_ lbs F Fy 2j = m + 3

Elements Of Electromagnetics
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How do i find the force of Ay and Fy. Can this probelm be solved woth method of joints. Also what is the C or T, x and y components and the load of each member. Also when you put the answer can you put it like it is on the image please.
Period:
This bridge spans a 10ft wide creek. A 30lb downward force is located at the top center
of the bridge.Calculate the load forces and the X and Y components of each member.
Round to 2 decimal places for all forces. For each member, state whether in tension or
compression.
Name:
All force diagrams and triangles should be shown on the back of this page or an additional
sheet.
Bridge is symmetrical and static.
L.
Ay
58.00⁰
B
Member C or T
AB
AC
BC
BD
CD
CE
DE
EF
CE
Ay =
30 lbs
How much force is Ay and Ey?
Can this problem be solved using the method of joints? circle YES / NO
Remember: ΣFx = 0, ΣFy = 0 & ΣΜz = 0
X
4D
48.98⁰
lbs Fy=
E
Y
lbs
F
Load
Fy
2j= m+ 3
Transcribed Image Text:Period: This bridge spans a 10ft wide creek. A 30lb downward force is located at the top center of the bridge.Calculate the load forces and the X and Y components of each member. Round to 2 decimal places for all forces. For each member, state whether in tension or compression. Name: All force diagrams and triangles should be shown on the back of this page or an additional sheet. Bridge is symmetrical and static. L. Ay 58.00⁰ B Member C or T AB AC BC BD CD CE DE EF CE Ay = 30 lbs How much force is Ay and Ey? Can this problem be solved using the method of joints? circle YES / NO Remember: ΣFx = 0, ΣFy = 0 & ΣΜz = 0 X 4D 48.98⁰ lbs Fy= E Y lbs F Load Fy 2j= m+ 3
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