Problem #1 The inclined pole is subjected to a 5 kN magnitude force vector F acting from point B towards point C. B (1,5, 6) m (a) Determine the angle 0 that exists between the force vector F and the pole AB. F (b) Determine the magnitude of the component of the force vector F that acts parallel to the pole AB. A (c) Determine the magnitude of the component of the force vector that acts perpendicular to the pole AB. y C (4, 3, 0) m (d) If the maximum allowable compressive force (i.e., Parallel Component of F) the pole AB can resist is 8 kN, determine the largest magnitude of the vector F that can be applied at B in the direction shown to satisfy this condition.

International Edition---engineering Mechanics: Statics, 4th Edition
4th Edition
ISBN:9781305501607
Author:Andrew Pytel And Jaan Kiusalaas
Publisher:Andrew Pytel And Jaan Kiusalaas
Chapter1: Introduction To Statics
Section: Chapter Questions
Problem 1.38P: To move the oil drum, the resultant of the three forces shown must have a magnitude of 500 N....
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Problem #1
The inclined pole is subjected to a 5 kN
magnitude force vector F acting from point B
towards point C.
В (1,5, 6) m
(a) Determine the angle 0 that exists between
the force vector F and the pole AB.
F
(b) Determine the magnitude of the component
of the force vector F that acts parallel to the
pole AB.
A
y
(c) Determine the magnitude of the component
of the force vector that acts perpendicular
to the pole AB.
С (4, 3, 0) m
(d) If the maximum allowable compressive
force (i.e., Parallel Component of F) the pole AB can resist is 8 kN, determine the
largest magnitude of the vector F that can be applied at B in the direction shown to
satisfy this condition.
Transcribed Image Text:Problem #1 The inclined pole is subjected to a 5 kN magnitude force vector F acting from point B towards point C. В (1,5, 6) m (a) Determine the angle 0 that exists between the force vector F and the pole AB. F (b) Determine the magnitude of the component of the force vector F that acts parallel to the pole AB. A y (c) Determine the magnitude of the component of the force vector that acts perpendicular to the pole AB. С (4, 3, 0) m (d) If the maximum allowable compressive force (i.e., Parallel Component of F) the pole AB can resist is 8 kN, determine the largest magnitude of the vector F that can be applied at B in the direction shown to satisfy this condition.
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