Download presentation

Presentation is loading. Please wait.

Published byGabrielle Jimenez Modified over 3 years ago

1
Introduction to Quadratic Functions Objective: Define, identify, and graph quadratic functions. Multiply binomials to produce a quadratic expression.

8
Quadratic Functions A quadratic function is any function that can be written in the form where. It is defined by a quadratic expression, which is an expression of the form, where.

9
Example 1

11
You Try Let. Show that g represents a quadratic function. Identify a, b, and c when the function is written in the form.

12
You Try Let. Show that g represents a quadratic function. Identify a, b, and c when the function is written in the form. F O I L

15
Example 2

18
Try This Identify whether has a minimum value or maximum value at the vertex. Then, give the coordinates of the vertex.

19
Try This Identify whether has a minimum value or maximum value at the vertex. Then, give the coordinates of the vertex. Maximum.

20
Try This Identify whether has a minimum value or maximum value at the vertex. Then, give the coordinates of the vertex. Maximum.

21
Try This Identify whether has a minimum value or maximum value at the vertex. Then, give the coordinates of the vertex.

22
Try This Identify whether has a minimum value or maximum value at the vertex. Then, give the coordinates of the vertex. Minimum.

23
Try This Identify whether has a minimum value or maximum value at the vertex. Then, give the coordinates of the vertex. Minimum.

25
Example 3

29
Homework Page 278 13-45 odd

Similar presentations

Presentation is loading. Please wait....

OK

Graphing Quadratic Functions (2.1.1) October 1st, 2015.

Graphing Quadratic Functions (2.1.1) October 1st, 2015.

© 2017 SlidePlayer.com Inc.

All rights reserved.

Ads by Google

Ppt on automatic street light controller with road power generation Ppt on chapter 3 atoms and molecules Ppt on diode Ppt on home security systems Ppt on self esteem Ppt on 60 years of indian parliament live Ppt on varactor diode testing Ppt on job rotation job Ppt on edge detection algorithm Ppt on forward rate agreement quote