The pole in the figure is at a 90° bend in a power line and is therefore subjected to more shear force than ones in straight parts of the line. Tow 30° T 80° mm T The tension in each line is 3.80 x 104 N, at the angles shown. The pole is 15.0 m tall, has an 17.0 cm diameter, and can be considered to have half the strength of hardwood. 90° (a) Calculate the compression of the pole (in mm). 0.581 (b) Find how much it bends (in mm). 3.497 X mm
The pole in the figure is at a 90° bend in a power line and is therefore subjected to more shear force than ones in straight parts of the line. Tow 30° T 80° mm T The tension in each line is 3.80 x 104 N, at the angles shown. The pole is 15.0 m tall, has an 17.0 cm diameter, and can be considered to have half the strength of hardwood. 90° (a) Calculate the compression of the pole (in mm). 0.581 (b) Find how much it bends (in mm). 3.497 X mm
College Physics
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ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
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Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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
Transcribed Image Text:The pole in the figure is at a 90° bend in a power line and is therefore subjected to more shear force than ones in straight
parts of the line.
gw
30°
80°
mm
T
The tension in each line is 3.80 × 104 N, at the angles shown. The pole is 15.0 m tall, has an 17.0 cm diameter, and can be
considered to have half the strength of hardwood.
90°
(a) Calculate the compression of the pole (in mm).
0.581
(b) Find how much it bends (in mm).
3.497
X mm
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