Answer any two of the three prompts below: 1. Suppose you push an object along a at surface by exerting a non-constant force x) at each point from x = O to x = b. What does f: f(:c)d:l: represent? If x) is measured in newtons (N), what are the units for the integral? 2. What is the average value of a function fon an interval [a,b]? Give a real world example of when the average value of a function on an interval is used. 3. What does the Mean Value Theorem for Integrals say? What is its geometric interpretation? Give a real world application of the Mean Value Theorem for Integrals