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The function (a) Find and classify all the singular points of f(s) in the extended complex plane. (c) Hence, using the complex integral formula, evalute F(t) (by applying the following theorem: https://s3.amazonaws.com/iedu-attachments-message/6453f0d06d72a085d9e6ab1f49ba06f7_4cf99b8bb20ec087d965d19296662c9e.jpg) f(s) =In s/squarootS Find and classify all the singular.
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The following one-parameter family of differetial equations has one bifurcation value. Find the bifurcation value and sketch phase lines for values of the parameter slightly smaller than, equal to, and slightly larger than the bifurcation value. Hint: this kind of bifurcation is referred to as a "pitch fork" .
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