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  3. now assume that the harvesting is not done at a co

Now assume that the harvesting is not done at a constant rate, but rather at rates...

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Advance Math

Now assume that the harvesting is not done at a constant rate,but rather at rates that vary at different times of the year. Thiscan be modeled by ??/?? = .25? (1 ? ?/4 ) ? ?(1 + sin(?)). Thisequation cannot be solved by any technique we have learned. Infact, it cannot be solved analytically, but it can still beanalyzed graphically.

8. Let c=0.16. Use MATLAB to graph a slopefield and approximatesolutions for several different values of p(0), and interpret whatyou see. Turn in the graphs together with your analysis. Note:0

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Matlab code for ode solution and direction fieldclear allclose allfunction to be solvedf tp 025p1p40161sinttini0tend50grid onPlotting Direction fieldfigure1dirrfieldf02500255hold onplot for    See Answer
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