Understanding linear demand curves is critical to learning the basics of how a ... and then draw through both points on the graph, and you have a linear demand curve. ... As an example of ...

Note that there are two solutions since the curve and \(x\)-axis intersect at two points. Example Using the graph from the previous example to solve the equation \(2x^{2} + 2x – 4 = -4\).

The graph above depicts velocity and position profiles for linear motors. The maximum velocity (v max), maximum acceleration (a max), and RMS acceleration (a RMS) can be calculated for the example ...