WeBWorK Homework For Exam 1 (final submission due 8 February at 11:59PM)
HW1 - Equations and Solutions
HW2 - Existence and uniqueness and slope fields
For Exam 2 (final submission due 8 March at 11:59PM)
For Exam 3 (final submission due 19 April at 11:59PM)
Quizzes For Exam 1
Quiz 1 (due 15 January): Use the embedded code in the book from Section 1.2 to plot Malthusian growth for some parameter sets to look at solutions. Find a choice for the parameter $r$ that leads to a solution that decays to zero and a choice for the parameter $r$ that leads to an exponentially growing solution. Report the parameters you found and include the plots.
Quiz 2 (due 3 February): Find the value of $C$ so that the solution $y(t)=Ce^{4t}$ of $y'=4y$ satisfies the initial data $y(2)=11$. Use and modify the code in Example 1.8.5 and submit your value of $C$ and a picture of the plot to Blackboard. For Exam 2 For Exam 3