Create a linear function of the form: g(x)=m x+b \text { where }\{b, m \in R \mid m \neq \pm 1, b \neq 0\} \text { and a quadratic function of the form } h(x)=a(x-h)^{2}+k, \text { where }\{a, h, k \in R \mid a \neq \pm 1, h \neq 0, k \neq 0\} \text { Sketch your functions } y=g(x), y=h(x), y=g(x)+h(x), y=\frac{g(x)}{h(x)} \text { Calculate } h(g(1)) \text { and } g(h(1)) \text { showing the full process. }