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Quadratic in Disguise Not always is a quadratic in standard form, sometimes quadratics can be in disguise. Example: 1)x^2 = 2x + 1. In a case like this, all you have to do to solve it is to move all the terms listed to one side, making the whole equation equal to 0, just like a standard form of a Quadratic. The step response and a pole-zero map of an overdamped system are calculated below: zeta = 1.2; G2 = k_dc*w_n^2/(s^2 + 2*zeta*w_n*s + w_n^2); pzmap(G2) axis([-20 1 -1 1]) step(G2) axis([0 1.5 0 1.5]) f (x) = a ( x + (b / 2a) ) 2 - (b 2 / 4a) + c. This is the standard form of a quadratic function with h = - b / 2a k = c - b 2 / 4a. When you graph a quadratic function , the graph will either have a maximum or a minimum point called the vertex. The x and y coordinates of the vertex are given by h and k respectively.