Skip to Main Content
ABOUT GHC
Quick Facts
Mission and Goals
Directory
Facilty Usage
Calendars
Employment
ACADEMICS
Academic Divisions
Academic Success Center
Online Learning
D2L Course Access
SCORE
Graduation/Transcripts
ADMISSIONS
Apply for Admission
Check Admissions Status
Check Financial Status
Paying for College
Scholarships
Inquiry Form
HELPFUL LINKS
A-Z Index
Student/Faculty Email
OneUSG Connect
GHC Notify/Campus Closings
Athletics
Library
Search Highlands.edu
Home
QUICK LINKS
Future Students
Current Students
Community / Alumni
Offices & Departments
Faculty/Staff
Need Help?
Facebook
Twitter
YouTube
Flickr
LinkedIn
Highlands.edu
|
Quick Links
|
Give Today
|
Facebook
Twitter
YouTube
Flickr
LinkedIn
Instagram
Search GHC
Home
Future Students
Current Students
Community / Alumni
Offices & Departments
Faculty / Staff
Need Help?
Georgia Highlands College
LibGuides
OER
MATH 1111: College Algebra
Identity, Constant, and Linear Functions
Search this Guide
Search
MATH 1111: College Algebra
Course content created for Math 1111: College Algebra
Welcome
Module One:
Solving Equations
Factoring Trinomials
Factoring Polynomials
Introduction to Relations
Definition of a Function
Identity, Constant, and Linear Functions
Function Notation
Rate of Change
Slopes of Parallel and Perpendicular Lines
Local and Absolute Extrema (Max/Min)
Module Two:
Basic Transformations
Order of Transformations
Composition of Functions
Inverse Functions
The Complex Number System
Module Three:
Solving Quadratic Equations
Using the Quadratic Formula
Overview of Polynomial Functions
Higher Degree Polynomials (Degree 3 or Higher)
Polynomial Function Examples - Factorable Example
Polynomial Functions - Not Factorable (Rational Zero Theorem)
Finding the Zeros of Polynomial Functions
Dividing Polynomials
Module Four
Solving Exponential Equations - Same Base
Solving Exponential Equations Part 2 - Using Logarithms
Properties of Logarithms
Solving Logarithmic Equations
Solving Logarithmic Equations - One to One
.
1.1
In this video, Dr. Floyd looks at the identity, constant, and linear functions.
<<
Previous:
Definition of a Function
Next:
Function Notation >>
©
2023
Georgia Highlands College |
ask@highlands.libanswers.com
