What Determines the Maximum Normal Force a Table Can Exert Before Breaking?

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The maximum normal force a table can exert before breaking is determined by the material properties of the table, including its tensile strength and structural integrity. The thickness and cross-sectional area of the table also play crucial roles in its ability to withstand weight. Additionally, the distribution of the load, or the placement of the object on the table, affects how the force is applied and can lead to failure if not properly supported. Understanding these factors is essential for predicting when a table will fail under a given load. Ultimately, the interplay of these variables dictates the table's capacity to support weight without breaking.
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This is a simple question that’s been plaguing me for a bit, but which doesn’t seem to have been covered in my basic physics class. Say you placed an object on a table. The object would feel a gravitational force whose magnitude is dependent upon the object's mass; however, in order for the object to remain motionless on the table, the table would have to push up with a normal force equal in magnitude but opposite in direction to the gravitational force that the object feels. However, this is obviously not the case if the object breaks the table. My question is, in a sense, how this “maximum” normal force is determined; what determines the maximum normal force the table can exert before the object breaks it due to an overwhelming gravitational force?
 
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It depends of the material the table is made, the cross sectional area of the table (the thickness of the material), and the place where the object is placed.
 
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