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how to draw a slope field for a differential equation. If you sketch one of the solutions to this differential equation namely y x2 x then the graph should appear to follow the flow of the slope field. We can now see that we have three values of y y in which the derivative and hence the slope of tangent lines will be zero.
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0 y 2 y 2 1 y 2 0 y 2 y 1 1 y 2 0 y 2 y 2 1 y 2 0 y 2 y 1 1 y 2. Dydx 3 - 4 -1 So you would draw a line of slope -1 at 34. The Length slider controls the length of the vector lines.
Work on the relationship between differential equations and the slope field that represents them.
If f passes through the point 3 10 then the derivative of f at that point is. Dydx 3 - 4 -1 So you would draw a line of slope -1 at 34. The Length slider controls the length of the vector lines. If you sketch one of the solutions to this differential equation namely y x2 x then the graph should appear to follow the flow of the slope field.
