Derivative Rules and Anna Steffensmeier Leader: Math 165 Graphing Course: Paul Barloon Instructor: Supplemental Instruction Iowa State University Date: February 8, 2018 What were the two derivative rules that we discussed in class on Monday? What are the general formulas for these two rules? Grab a partner and move to the board before we begin our activity. Derive the following functions using the derivative rules that we know. Once finished graph both the function and its derivative *on two separate graphs*. Reflect on the following. When does my f(x) have a positive Negative A of zero? Give an slope? slope? slope interval(s) or x-value of this. When does my have positive Negative A of zero? Give an values? values? value f’(x) interval(s) or x-value of this. What comparisons can you make about the two? Given the following derivative graphs, graph its corresponding f(x) function.
Derivative Rules and Graphing Supplemental Instruction Iowa State University Leader: Anna Steffensmeier Course: Math 165 Instructor: Paul Barloon Date: February 8, 2018 What were the two derivative rules that we discussed in class on Monday? What are the general formulas for these two rules? Grab a partner and move to the board before we begin our activity. Derive the following functions using the derivative rules that we know. Once finished graph both the function and its derivative *on two separate graphs*. Reflect on the following. When does my f(x) have a positive slope? Negative slope? A slope of zero? Give an interval(s) or x-value of this. When does my f’(x) have positive values? Negative values? A value of zero? Give an interval(s) or x-value of this. What comparisons can you make about the two? Given the following derivative graphs, graph its corresponding f(x) function.