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3. A two-dimensional state of stress at a point in a loaded material is defined by three components of stresses: xx , yy and xy.

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3. A two-dimensional state of stress at a point in a loaded material is defined by three components of stresses: xx , yy and xy. The maximum and minimum normal stresses (principal stresses) at the point, mix and min , are calculated from the stress components by: 2r (max is defined by the +, min by the -) 2 Write a function (cs151sp 18exam33) that determines the principal stresses from the stress components. This function will have three input arguments (the three components of stresses) and two output arguments (the maximum and minimum stresses). (13 points)

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