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Now, I'm not the best physics student so this question definitely had me stumped. For those of you who have the book and have made sense of that example, i'd appreciate the help. For those of you who don't have the question, here goes. (sorry, i can't provide the drawing) It's a part of the Torques chapter.
A pole of length L is connected to a hinge at point A on a vertical wall, making an angle a with the wall. A horizontal string connects to the wall at point B and the end of the pole at point C. A box of candy of mass m hangs from a string at the end of the pole.
1- what is the tension in the horizontal string?
2- what is the magnitude of the force of the wall on the pole at point
A?
*now the book used point A as the pivot and reached this answer:
T=mg(sin(a)/cos(a))
AND
F= -(mg)/(cos(a)): it goes on to explain that the F is negative because the direction chosen for force of the wall on the pole was incorrect (it was compressional and not tensile).
Can any of you that are good at physics explain this to me?? Thanks a bunch!!
A pole of length L is connected to a hinge at point A on a vertical wall, making an angle a with the wall. A horizontal string connects to the wall at point B and the end of the pole at point C. A box of candy of mass m hangs from a string at the end of the pole.
1- what is the tension in the horizontal string?
2- what is the magnitude of the force of the wall on the pole at point
A?
*now the book used point A as the pivot and reached this answer:
T=mg(sin(a)/cos(a))
AND
F= -(mg)/(cos(a)): it goes on to explain that the F is negative because the direction chosen for force of the wall on the pole was incorrect (it was compressional and not tensile).
Can any of you that are good at physics explain this to me?? Thanks a bunch!!