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13 Nov 2019
14 ce 1. Show that for every value of c, the function y=1-t is a solution of the differential equation y'=æ±-1). 2. Find the constant solutions of the autonomous differential equation y' = y'-y2-12y and sketch solutions corresponding to the initial conditions(y(-4).y(-2),y(2),y(5). Make sure to indicate any points where the concavity changes (hint: take the derivative of the differential equation set it equal to and solve)
14 ce 1. Show that for every value of c, the function y=1-t is a solution of the differential equation y'=æ±-1). 2. Find the constant solutions of the autonomous differential equation y' = y'-y2-12y and sketch solutions corresponding to the initial conditions(y(-4).y(-2),y(2),y(5). Make sure to indicate any points where the concavity changes (hint: take the derivative of the differential equation set it equal to and solve)
Bunny GreenfelderLv2
2 May 2019