A floor hoist supports an engine of weight WE 2.9 kN. As illustrated in the figure below, the floor hoist has the following dimensions. a-120 cm, b=40 cm, c= 90 cm, d- 60 cm, = 15° Based on the given value for the engine weight We, determine the force that this load creates in member AB, which contains the hydraulic cylinder, and at the pin at C. Submit your answer for the load in member AB to this question, and include your answers for the load in the hydraulic cylinder AB and at the pin at C in your solution report. Hint: Use the law of cosines and law of sines to determine 8. A -b- C C

International Edition---engineering Mechanics: Statics, 4th Edition
4th Edition
ISBN:9781305501607
Author:Andrew Pytel And Jaan Kiusalaas
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Chapter6: Beams And Cables
Section: Chapter Questions
Problem 6.14P: Find the internal force system acting on section 3 for the pin-connected frame.
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Alles
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D
-b-
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Transcribed Image Text:E Alles A D -b- 0 BO C d C
A floor hoist supports an engine of weight We
2.9 kN. As illustrated in the figure below, the floor hoist has the following dimensions.
= 15°
a-120 cm, b=40 cm, c = 90 cm, d - 60 cm.
Based on the given value for the engine weight We, determine the force that this load creates in member AB, which contains the hydraulic
cylinder, and at the pin at C.
S
Submit your answer for the load in member AB to this question, and include your answers for the load in the hydraulic cylinder AB and at the
pin at C in your solution report.
Hint: Use the law of cosines and law of sines to determine 8.
G
a
A
0
b
C
Transcribed Image Text:A floor hoist supports an engine of weight We 2.9 kN. As illustrated in the figure below, the floor hoist has the following dimensions. = 15° a-120 cm, b=40 cm, c = 90 cm, d - 60 cm. Based on the given value for the engine weight We, determine the force that this load creates in member AB, which contains the hydraulic cylinder, and at the pin at C. S Submit your answer for the load in member AB to this question, and include your answers for the load in the hydraulic cylinder AB and at the pin at C in your solution report. Hint: Use the law of cosines and law of sines to determine 8. G a A 0 b C
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