Nagwa uses cookies to ensure you get the best experience on our website. Learn more about our Privacy Policy.
Homework Help

Lesson: Local Extrema and Critical Points

In this lesson, we will learn how to find local extreme values using the first derivative theorem.

Worksheet: Local Extrema and Critical Points • 22 Questions

Q1:

Find, if any, the point where has a local maximum or local minimum.

  • A is a local minimum point.
  • BThe function does not have local maximum or minimum points.
  • C is a local maximum point.
  • D is a local maximum point.
  • E is a local minimum point.

Q2:

Find, if any, the point where has a local maximum or local minimum.

  • A is a local maximum point.
  • BThe function does not have local maximum or minimum points.
  • C is a local minimum point.
  • D is a local minimum point.
  • E is a local maximum point.

Q3:

Find the local maximum and minimum values of .

  • A local maximum 28 at , local minimum at
  • B local maximum 4 at , local minimum 40 at
  • C local maximum at , local minimum at
  • D local maximum at , local minimum at
  • E local maximum at , local minimum 28 at
Preview

Related Lessons

Related Worksheets