Calculating Tensions in a Suspended Box with Two Ropes

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The discussion revolves around calculating the tensions in two ropes supporting a box of mass m, with one rope vertical and the other horizontal. Participants emphasize the need for a vector diagram to visualize the forces acting on the box, suggesting that the ropes create a right angle. Clarification is sought on the difference between the tension questions, as they appear similar, and whether the horizontal rope contributes to the overall tension. The consensus is that the tensions in both ropes should be equal, as they are parallel and connected to the box. Understanding the forces and their cancellation is crucial for solving the problem accurately.
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1.A box of mass m,is suspended by a vertical rope attach to the ceiling and another rope attach to the wall horizontally to a wall.1)Draw a vector diagram representing the force in this situation.2)What is the tension in each rope if the box is hanging straight down.3)what are the rope tensions.4)Suppose the box has mass 20Kg,calculate the tension in the pair of ropesAny help or suggestion would be much appreciate it.Thanks

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What i am getting the idea out of this problem is that i assume vector diagram will be 90 degree.But i still couldn't figure out the 2,3 & 4 question
 
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What do you mean by another rope attach to the wall horizontally to a wall ? Do you have a diagram?
And what's the difference between questions 2 and 3?
 
No diagram was given.But it will be like 90 degree one vertically attach to the ceiling and another attach horizontally to the wall.That question 2 and 3 is what bother me most as it look like the same question.
 
Draw the vector diagram, and see how forces on the block cancel each other out. Is the horizontally attached rope doing anything?
 
I think the question want us to assume that tension on both rope are the same as the diagram i can think of is perpendicular line with the right angel.So it will be like the tension of the two ropes equal to the force acting by the object?
 
According to the problem, two ropes must be parallel to each other. at one ends of the ropes the box is attached. And the other ends are connected to ceiling and the wall. In that case tension in the ropes must be equal.
 
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