Question 1
What is a slope field for a differential equation such as $dy/dx=f(x,y)$?
Question 2
If a differential equation is $dy/dx=0$ everywhere, what will the slope field look like?
Question 3
For the differential equation $dy/dx=x$, what happens to the slope at points with the same $x$-value?
Question 4
Which statement best describes a solution curve in a slope field?
Question 5
What does it mean if a slope field has very steep positive segments in a region?
