1. 
A solution y to the differential equation passes through the point (4,12). What is the slope of y at that point? > 3

2. 
Which of the following slope fields is generated by the differential equation >

3. 
Determine the differential equation that generated the following slope field: >

4. 
Below is the slope field corresponding to some differential equation. Which of the following could be a solution to the d.e. that goes through the point (3,4)?
>

5. 
How many solutions to the differential equation go through the point (2,2) ? > none

6. 
Find all equilibrium solutions to the differential equation > y = ± 2, y = 4

7. 
For which of the following differential equations is y = 0 a stable equilibrium solution? >

8. 
Find all unstable equilibrium solutions for the differential equation
> This differential equation has no unstable equilibrium solutions.

9. 
A solution to the differential equation passes through the point P. This solution > must be concave up.

10. 
A solution to the differential equation > is not a function because it fails the vertical line test.
