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 solutionmust be concave up.

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