Question 44: How many extreme points does the graph of the function \(y = {x^4} – {x^2} + 1\) have?

We have: \(a = 1,b = – 1 \Rightarrow ab < 0.\)

So the graph of the given function has 3 extreme points.

===============

- Menu
- Skip to primary navigation
- Skip to secondary navigation
- Skip to main content
- Skip to primary sidebar

Question Anwer Mathematics online

You are here: Home / Functions and applications / Question 44: How many extreme points does the graph of the function (y = {x^4} – {x^2} + 1) have?

// by admin// Leave a Comment

Question 44: How many extreme points does the graph of the function \(y = {x^4} – {x^2} + 1\) have?

We have: \(a = 1,b = – 1 \Rightarrow ab < 0.\)

So the graph of the given function has 3 extreme points.

===============