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At least one of the answers above is NOT conect polen) Even before you leam techniques for solving differential equations, you may be able to analyze equations witty As an example, look at the nonlinear equation dy (-3)x5) You are going to analyze the solutions, of this equation without actually finding them You will be asked to Sketch three solitions of the differential equation on the graph below based on quale information from the differential equation in what toows picture the t-axis turning horizontalya the running vertically there is no scale on the tans but magine its large enough to desplay the behavior of the soutons ast approaches too ay for what values ot y este graph of y as a function of coming Use interval rotation for your wet (vnty For what whoes of is the graph of concave up! -6.71363, Infinity For whats of concave downtity 30-78.31 Ose with the What information do you need to answer question a concity? Remember that yan anpact function of t To answer a question about concavity, you need to find How to enter a wed Parts of this question ask you to the red and green curves in the plot below to make the represents of parts of the equation Tomoy the blue Curve, ciklue curvebution et plot to exposebe power and get solide points on the curve Wit your one click on each oben and me better pouton on curve crosses an edge of the viewing region on the contesporting sodbo o te wy opent oright top or Domingo este curve tween the solid ports by moving the open poes that on the distings Experiment to show the shape changes of the green away, after the contro to explores and to so good to be more over the between the points dy ( ) 10