Lessons for F.IF.B.4
Concavity: when the rate of change itself changesA graph is concave up where its rate of change is increasing and concave down where it is decreasing, with points of inflection between.Lesson
End behaviorDescribing in words where the two ends of a drawn graph are going.Lesson
Features of a graphThe named landmarks any function graph can have, such as intercepts, turning points and asymptotes.Lesson
Increasing, decreasing, constant, positive and negative intervalsThe stretches of input where a graph rises as you read left to right, and the stretches where it falls.Lesson
Turning points, maximums and minimumsAn output that is the largest or smallest in its own neighborhood, even if not for the whole function.Lesson
Intercepts and zeros of a functionThe inputs where a graph meets the horizontal axis, the places where the output is zero.Lesson
Printable Worksheets
Concavity: when the rate of change itself changes worksheet (PDF)Printable worksheet with answer keyPreview
End behavior worksheet (PDF)Printable worksheet with answer keyPreview
Increasing, decreasing, constant, positive and negative intervals worksheet (PDF)Printable worksheet with answer keyPreview
Turning points, maximums and minimums worksheet (PDF)Printable worksheet with answer keyPreview
Intercepts and zeros of a function worksheet (PDF)Printable worksheet with answer keyPreview