Average Rate Of Change Secant Line

Image Result For Average Rate Of Change

Image Result For Average Rate Of Change

Image Result For Average Rate Of Change

Image Result For Average Rate Of Change

Image Result For Average Rate Of Change

Image Result For Average Rate Of Change

Image Result For Average Rate Of Change

Image Result For Average Rate Of Change

Image Result For Average Rate Of Change

Image Result For Average Rate Of Change

  • Image Result For Average Rate Of Change
  • Image Result For Average Rate Of Change
  • Image Result For Average Rate Of Change
  • Image Result For Average Rate Of Change
  • Image Result For Average Rate Of Change
  • Image Result For Average Rate Of Change
  • Image Result For Average Rate Of Change
  • Image Result For Average Rate Of Change
  • Image Result For Average Rate Of Change
  • Image Result For Average Rate Of Change
  • Image Result For Average Rate Of Change
  • Image Result For Average Rate Of Change
  • Image Result For Average Rate Of Change
  • Image Result For Average Rate Of Change
  • Image Result For Average Rate Of Change
  • Image Result For Average Rate Of Change

We use the two points , and , . Notice that additional hours gives us a t value of and the total number of miles is d = = . The average velocity is the average rate of change of this distance with respect to time..Since the average rate of change of a function is the slope of the associated line we have already done the work in the last problem. That is, the average rate of change of from is . That is, over the interval [,], for every unit change in x, there is a unit change in the value of the function..

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