The document you've uploaded appears to be a math assignment related to derivatives, which involves analyzing and calculating derivatives for given functions. Here's a summary of the content:

1. Ranking Derivatives: The task asks to rank the values of derivatives $f'(3)$, $f'(-3)$, $f'(1)$, $f'(5)$, and $f'(7)$ from smallest to largest.

2. Determining Derivatives from Tangent Lines: This section provides some graphs of functions with their tangent lines drawn and requires determining the derivative values at specific points:

   • $f'(-4)$
   • $f'(2)$
   • $g'(2)$
   • $g'(3)$

3. Calculating Derivatives at Given Points: The third part requires calculating derivatives for several functions at specific $x$-values:

   • $f_1(x) = -x^2 + 8x$ at $x = 4$
   • $f_2(x) = x^3 - 4x$ at $x = -2$
   • $f_3(x) = x^4$ at $x = -1$

If you have a specific question or need help with any part of the assignment, please let me know!

Would you like help with:

1. Ranking the derivatives in question 1?
2. Calculating the derivatives in question 2?
3. Finding the derivatives of the functions in question 3?
4. Understanding how to find derivatives from a graph?
5. General questions about derivatives?

Tip: Remember that the derivative represents the slope of the tangent line to the function at a given point.