Answer Step-wise with detailed explantions Please Answer the following question step-wise with detailed explanations. Thanks in advance A bar of mass m = 25 kg and length L = 3 m is bound to a wall by a pin; the other end B of the bar is supported by a rope to the point C of the wall by means of a rope which forms an angle q = 35° with the horizontal direction. A mass M = 35 kg is placed on the distance x from the wall. Calculate: a) the wire tension as a function of x; b) the binding reaction of the pin; c) assuming that Tmax = 650 N, determine the maximum distance xmax from the wall that the system can tolerate [Xmax = 2.20 m]

Mechanics of Materials (MindTap Course List)
9th Edition
ISBN:9781337093347
Author:Barry J. Goodno, James M. Gere
Publisher:Barry J. Goodno, James M. Gere
Chapter2: Axially Loaded Members
Section: Chapter Questions
Problem 2.2.16P: A uniform bar AB of weight W = 25 N is supported by two springs, as shown in the figure. The spring...
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Answer Step-wise with detailed explantions

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Answer Step-wise with detailed explantions
Please Answer the following question step-wise with detailed explanations.
Thanks in advance
A bar of mass m = 25 kg and length L = 3 m is bound to a wall by a pin; the other end B of
the bar is supported by a rope to the point C of the wall by means of a rope which forms an
angle q = 35° with the horizontal direction. A mass M = 35 kg is placed on the distance x
from the wall. Calculate: a) the wire tension as a function of x; b) the binding reaction of the
pin; c) assuming that Tmax = 650 N, determine the maximum distance xmax from the wall that
the system can tolerate
[Xmax = 2.20 m]
Transcribed Image Text:Answer Step-wise with detailed explantions Please Answer the following question step-wise with detailed explanations. Thanks in advance A bar of mass m = 25 kg and length L = 3 m is bound to a wall by a pin; the other end B of the bar is supported by a rope to the point C of the wall by means of a rope which forms an angle q = 35° with the horizontal direction. A mass M = 35 kg is placed on the distance x from the wall. Calculate: a) the wire tension as a function of x; b) the binding reaction of the pin; c) assuming that Tmax = 650 N, determine the maximum distance xmax from the wall that the system can tolerate [Xmax = 2.20 m]
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