Features
Features:

Product Tour >

Edraw AI >

Paid Plans:

Individuals >

Business >

Eduaction >
Resources
Blog

History

How-tos & Tips

Discovery

Biography

Business Analysis

Examples

AI concept Map

Free AI Mind Map Generator

Onenote Mind Map

Bcg Matrix Examples

Nike Marketing Strategy

Unilever SWOT Analysis

Make Mind Maps in Google Docs

Guide

FAQs

What's New

Resource Center
Templates
All Templates

Brain Storming Templates

Strategy and Planning Templates

Project Management Templates

Product Management Templates

Human Resources Templates

Agile Workflow Templates

Marketing Templates

Education Templates

Fun and Games Templates

User Gallery
Download
Pricing
Enterprise

MindMap Gallery Comparing And Contrasting Linear Functions and Quadratic Functions

Comparing And Contrasting Linear Functions and Quadratic Functions

This mind map is about Comparing And Contrasting Linear Functions & Quadratic Functions. Start to use a mind map to express and organize your ideas and knowledge right now.

Edited at 2020-09-29 06:14:47

Captain O Captain

Recent works View more works>>

Comparing And Contrasting Linear Functions and Quadratic Functions

Captain O Captain

Recent works View more works>>

Recommended to you
Outline

Middle School Math Concepts
- 917
- 4
- 1
Lisa Anderson
SAT Math Khan Academy Tutorials and Exercises
- 928
- 1
- 1
Captain O Captain
Maths Study
- 1.7k
- 23
- 4
Study Smarter
Coordinate Geometry Concept Map
- 5.8k
- 52
- 6
Fiona_
Further Transcendental Function
- 429
- 3
- 2
Fiona_
Number System
- 1.2k
- 2
Study Smarter
Partial Derivatives Higher Order
- 759
- 2
- 1
Fiona_
Matrices
- 1.1k
- 3
- 2
Fiona_
Calculus Mind Map
- 1.4k
- 9
Fiona_
About Polynomials
- 431
- 1
- 1
Study Smarter

Comparing And Contrasting Linear Functions & Quadratic Functions

A quadratic function is any function that canbe written in the form y=ax^2+bx+c

Quadratic Functions

In quadratic functions, the graph is a parabolawhich is U shaped^^^

Parabola 's have an axis of symmetry (dividesthe parabola in two halves. The formula tofind the A.O.S is b/2a.

In the example: y=3x^26x+1, the 3 would bethe a.  The 6 is the b and the 1 is the c.

Parabola 's  in quadratic functions have a vertex.Depending on the parabola, it is the highest orlowest point. To find the vertex, you first haveto find the A.O.S (which is the x value). Thensubstitute that to find the y and that 's how youget the vertex.

This is a banana which is a quadratic function

Another example of a parabola is this baseball being thrown

Parabola 's can have a minimum(smiley face) or a maximum (frownyface).

A quadratic function is similar to alinear function by...

Both graphs on a line

Both used in our daily activities

Linear: Walking at a normal pace.... since youare walking at a normal pace your ability towalk more will increase (over time)

Quadratic: When you are doing yourhomework for a long time... if you are doingyour homework for a long time, you will mostlikely get bored and do something else

The equation of a linear function is y=mx=b

Linear Functions:

A function that is a straight line on agraph

The m in the equation is the slope(rise/run).The b in the equation is the y intercept.

Linear functions (on a graph) is a straight line.It can be positive or negative

You can have positive slopes(increasing) asshown above.

Or even negative slopes(decreasing) in linearfunctions

An example of not a linear function may bey^2=0. This not an example of a linearfunction because it is not is slopeinterceptform as above. ^^^^

An example of a linear function are these stairs.As you go up the stairs the slope (in a linearfunction) increases

Another one is this seesaw because it is atan angle