Consider the function $f: R ightarrow R$, defined as\ $ f(x)= \begin{cases}x^2-x+3, & x \in(-\in

Question

Consider the function $f: R ightarrow R$, defined as\ $ f(x)= \begin{cases}x^2-x+3, & x \in(-\infty, 3) \cap Q \ x+a, & x \in(-\infty, 2)-Q \ 2^x+1, & x \in(2,3)-Q \ 9 	an \left(\frac{\pi x}{12}ight), & x \in[3,6)\end{cases} $

Professor PC Thomas Classes · Answer

See detailed solution for explanation.