5. TC = 100 +297q (q+2) + 3q Prepare a schedule showing the values of the dependent variable that correspond to all values of the independent variable from zero (0) to 5, graph the function, and use the GEOMETRIC method to find the slope (MC) when q = 4. 6. Use the graph to determine the coordinate (q, TC) at the inflection point in the problem above. 7. Assume y = 7x 2x4 + 6x0.5 3x2+400. Find the slope (y'). 8.-13. Do the following steps, and do them in the order requested: FIRST: (8., 10., and 12.) Prepare a schedule (0 to 5) and graph the function. SECOND: (9., 11., and 13.) Use the GEOMETRIC method to estimate the slope of the function for the value of the independent variable given (x or q). (9., 11., and 13.) Use the ALGEBRAIC method (differential calculus) to find the slope of the function for the value of the independent variable given. Please do NOT use algebra until the geometry (step two) has been attempted. That is, use the calculus to check geometry. If the geometric answer is close, leave it be. 8. TC = 6q + 10 10. TR 50+ 100q - 20q THIRD: 12. y = 7200x 9. Find the slope (MC) when q = 3. 11. Find the slope (MR) when q = 4. 13. Find the slope (y') when x =