Practice problem
What is the piecewise function for the graph above?
{14x+4−4≤x<1−32x+521≤x≤2\begin{cases} \frac14x+4&-4\leq x<1\\ -\frac32x+\frac52&1\leq x\leq2 \end{cases}{41x+4−23x+25−4≤x<11≤x≤2
{2x+3−4≤x<1−x−11≤x≤2\begin{cases} 2x+3&-4\leq x<1\\ -x-1&1\leq x\leq2 \end{cases}{2x+3−x−1−4≤x<11≤x≤2
{3x+2−4≤x≤1−3x+61<x≤2\begin{cases} 3x+2&-4\leq x\leq1\\ -3x+6&1<x\leq2 \end{cases}{3x+2−3x+6−4≤x≤11<x≤2
{13x+2−4≤x<1−4x+61≤x≤2\begin{cases} \frac13x+2&-4\leq x<1\\ -4x+6&1\leq x\leq2 \end{cases}{31x+2−4x+6−4≤x<11≤x≤2
Type a concept, like “slope” or “photosynthesis”.
