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dx 2. Find the critical values for dt = x(2x) and determine (with explanation) the stability of each. 3. Draw a bifurcation diagram for

dx 2. Find the critical values for dt = x(2x) and determine (with explanation) the stability of each. 3. Draw a bifurcation diagram for the following DE. And for each of the cases where there are critical, discuss the stability of the critical values Be sure to thoroughly explain your reasoning. dx = x(x-1)+h dt

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