1. Illustrate the family of graphs represented by and interpret the result.
2. Use the deSolve( command to find the general solution to the differential equation y' = x³e^x.
3. Solve the initial value problem y' = y*(10 – y) and y(0) = 1.

Don't forget the multiplication symbol between y and (10 – y).

4. If y' = ln(x) and y(1) = 2, find y(3).
5. Graph the slope field for the differential equation
6. Graph the solution to the initial-value problem and y(0) = 1.

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