13)The Beam in figure below is weightless. A moveable weight(mass)W of 300 lbm is to be attached as shown. 420 ibf 640 lbf -3.0 ft 6.0 ft 6.0ft B a) Draw the FBD and show all the forces. b) Calculate force for weight(mass) W. gl= 32.174 ft/s? c) Determine summation of forces in Y direction and X direction and set-0 (EF,=0, EF,=0)
13)The Beam in figure below is weightless. A moveable weight(mass)W of 300 lbm is to be attached as shown. 420 ibf 640 lbf -3.0 ft 6.0 ft 6.0ft B a) Draw the FBD and show all the forces. b) Calculate force for weight(mass) W. gl= 32.174 ft/s? c) Determine summation of forces in Y direction and X direction and set-0 (EF,=0, EF,=0)
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Question
![13)The Beam in figure below is weightless. A moveable weight(mass)W of 300 Ibm is to be
attached as shown.
420 Ibf
640 bf
3.0 ft
6.0 ft
6.0 ft
A
B
a) Draw the FBD and show all the forces.
b) Calculate force for weight(mass) W.
gl= 32.174 ft/s?
c) Determine summation of forces in Y direction and X direction and set=0 (EF,=0, EF,=0)
d) Determine summation of moments respect to point A and set =0 (EMA=0)
e) from above equations, determine the location x of the weight so that the vertical reactions at
A and B are equal.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F804cfe06-9ffc-4a1d-98c7-8ff644d548d6%2Fd0d1a87c-ddd0-490c-972c-7f0352df1d2d%2F4jwc3ag_processed.png&w=3840&q=75)
Transcribed Image Text:13)The Beam in figure below is weightless. A moveable weight(mass)W of 300 Ibm is to be
attached as shown.
420 Ibf
640 bf
3.0 ft
6.0 ft
6.0 ft
A
B
a) Draw the FBD and show all the forces.
b) Calculate force for weight(mass) W.
gl= 32.174 ft/s?
c) Determine summation of forces in Y direction and X direction and set=0 (EF,=0, EF,=0)
d) Determine summation of moments respect to point A and set =0 (EMA=0)
e) from above equations, determine the location x of the weight so that the vertical reactions at
A and B are equal.
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