Your function is $f(x) = {{ value }}$
Your maximum value is ${{ maximum }}$ and your minimum value is ${{ newvar }}$
| Step 1 | Take the Derivative |
| $f'(x) = {{ fprime }}$ | |
| Step 2 | Set $f'(x) = 0$ |
| $0 = {{ fprime }}$ | |
| Step 3 | Solve for $x$: |
| $x = {{ solution }}$ | |
| Step 4 | Plug solutions and endpoints into $f(x)$: |
| $f({{ candidate }}) = {{values[loop.index - 1]}}$ | |
| Step 5 | Grab the highest and lowest values |
| Your maximum value is ${{ maximum }}$ | |
| Your minimum value is ${{ newvar }}$ |