How to calculate maximum load of the box

AI Thread Summary
To calculate the maximum load of the box under three different types of applied forces, the yield strength of the material, which is 55.1 MPa (8000 psi), is crucial. The dimensions of the box are 70mm in width, 85mm in length, and 65mm in height, with varying thicknesses for the sides and top. The appropriate equations to use depend on the type of force applied, and the yield strength will indicate the point at which the material begins to deform plastically. Understanding the relationship between applied force, area, and yield strength is essential for determining the maximum load. Proper calculations will ensure the box can withstand the forces without permanent deformation.
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Hi I attached the file. there are 3 different types of forces applied.
and material's yield strength is 55.1 MPa or 8000 psi.
I want to find maximum load of box for each types.
I don't know which equation I can use. because the box is empty.
the dimension of box is
width: 70mm, length: 85mm, and height: 65mm.
and thickness of four sides 6mm and thickness of top and bottom is 10mm.
Which equation I can use for the three different types of forces applied
 

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"Maximum load" before what happens?

That it deforms plastically? (hint: use defnition of "yield strength")
Or something else?

Note: Each pic appears to show two boxes.
 
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