« previous next »

Author Question: in finding max and min values are the only places they could be at endpoints and critical numbers? (Read 12038 times)

Melanie

  • Full Member
  • ***
  • Posts: 204
on: Jun 18, 2013
in finding max and min values are the only places they could be at endpoints and critical numbers?


Hawke

  • Hero Member
  • *****
  • Posts: 679
Reply #1 on: Jun 18, 2013
If by critical numbers, you include vertices (as in parabolas, ellipses, hyperbolas, and absolute value equations). You must also include the point of change in absolute value equations, especially with quadratics.

If so, then I'm 99% sure you have your bases are covered


Related Topics

Need homework help now?

Ask unlimited questions for free

Ask a Question

Melanie

  • Full Member
  • ***
  • Posts: 204
Reply #2 on: Jun 24, 2013
Thanks :D


« previous next »
 

Did you know?

The Centers for Disease Control and Prevention (CDC) was originally known as the Communicable Disease Center, which was formed to fight malaria. It was originally headquartered in Atlanta, Georgia, since the Southern states faced the worst threat from malaria.

Did you know?

The most destructive flu epidemic of all times in recorded history occurred in 1918, with approximately 20 million deaths worldwide.

Did you know?

Once thought to have neurofibromatosis, Joseph Merrick (also known as "the elephant man") is now, in retrospect, thought by clinical experts to have had Proteus syndrome. This endocrine disease causes continued and abnormal growth of the bones, muscles, skin, and so on and can become completely debilitating with severe deformities occurring anywhere on the body.

Did you know?

The FDA recognizes 118 routes of administration.

Did you know?

Street names for barbiturates include reds, red devils, yellow jackets, blue heavens, Christmas trees, and rainbows. They are commonly referred to as downers.

(a) With few ticks, moose retain a brown coat; (b) at high numbers of ticks, moose self-groom, destr (a) With few ticks, moose retain a brown coat; (b) at high numbers of ticks, moose self-groom, destr
Critical thinking model for safety assessment Critical thinking model for safety assessment
Finding derivatives of Exponential functions - pt 2 Finding derivatives of Exponential functions - pt 2
Tips for Critical Thinking Tips for Critical Thinking
How to calculate the gain and loss gene numbers with low bootstrap of phylogenetic tree? How to calculate the gain and loss gene numbers with low bootstrap of phylogenetic tree?
How to calculate the gain and loss gene numbers with low bootstrap of phylogenetic tree? How to calculate the gain and loss gene numbers with low bootstrap of phylogenetic tree?
Video: Prone Position

For a complete list of videos, visit our video library