COLLEGE ALGEBRA 2.2- Introduction to Relations Day One.

Slides:



Advertisements
Similar presentations
Bell Work 1/20/15 Write in slope-intercept form the equation of the line passing through the given point and PERPENDICULAR to the given line.
Advertisements

Relations and Functions
Geometry: Geometric Proof Introduction Chapter 2: Logic.
FUNCTIONS: RELATIONS DAY THREE. Do Now:  Create the mapping and table for the given graph. Then determine the domain and range.
4-3 Relations Objective: Students will represent relations as sets of ordered pairs, tables, mappings, and graphs. Students will find the inverse of a.
Representing Relations By Ajhane Foster And MarTricesa Carter.
3-2 Relations and Functions
Relations and Functions
Graphing Test Review Algebra. Express the relation as a set of ordered pairs and the inverse. xy
8.1-2 – Exponential Functions. Ex. 1 Sketch the graph of y = 2 x. Then state the functions domain & range.
9.2 Relations CORD Math Mrs. Spitz Fall Objectives Identify the domain, range and inverse of a relation, and Show relations as sets of ordered pairs.
1.4.E. ABSOLUTE VALUE INEQUALITIES DAY TWO College Algebra.
Domain & Range Domain & Range Algebra 1 By: A. C. Rivera.
Advanced Algebra w/Trig
GEOMETRY 3.1. Parallel Lines and Transversals. Do Now:
Chapter 4.6. Isosceles and Equilateral Triangles
COLLEGE ALGEBRA 4.3. System Word Problems. Do Now:
COLLEGE ALGEBRA 4.9. Describe the System. Do Now Compete the do now problem handed to you when you entered class today.
COLLEGE ALGEBRA 5.1: Exponent Rules (Multiplication)
HONORS GEOMETRY 4.5. Proving Triangles Congruent (ASA and AAS)
COLLEGE ALGEBRA 4.4. Systems via Elimination Day One.
HONORS GEOMETRY 4.4. Proving Triangles Congruent (SSS, SAS)
HONORS GEOMETRY 7.5: Parts of Similar Triangles. Do Now:
COLLEGE ALGEBRA 5.2. Exponents (Division Rule). Do Now: In the homework packet, g – L.
HONORS GEOMETRY 4.2. Angles of Triangles. Do Now: Classify the following triangles and then find x and ?.
1.3. ABSOLUTE VALUE EQUATIONS DAY TWO College Algebra.
FUNCTIONS Introduction to Functions. Do Now Draw each of the following relations as a mapping diagram.
1.4.E. ABSOLUTE VALUE INEQUALITIES DAY ONE College Algebra.
HONORS GEOMETRY 6.3: Test for Parallelograms Day Two.
HONORS GEOMETRY 9.3. Rotations. Do Now: Complete the do now given to you when you entered class today.
HONORS GEOMETRY 9.6. Dilations Day One. Do Now: What is an isometry? Discuss with a neighbor (no need to write anything down)
HONORS GEOMETRY 7.2. Similar Polygons. Do Now: The perimeter of a rectangle is 98 feet. The ratio of its length to its width is 5:2. Find the area of.
COLLEGE ALGEBRA 6.6. PS2 Day Two. Do Now: Homework Questions? Comments? Confusions? Concerns? ASK ASK ASK ASK!
HONORS GEOMETRY 5.3. Inequalities in One Triangle.
3.2. ANGLES AND PARALLEL LINES Honors Geometry. Do Now True or False? If False, explain why. 
Holt McDougal Algebra 1 Relations and Functions GSE Algebra 1 Unit 2B D1 Identifying Functions Essential Questions How can I identify functions from various.
Algebra 2 June 18, 2016 Goals:   Identify functions in coordinate, table, or graph form   Determine domain and range of given functions.
COLLEGE ALGEBRA 6.8. Zero Product Property Day One.
HONORS GEOMETRY Surface Area of Prisms. Prism Polyhedron with two parallel congruent bases.
HONORS GEOMETRY 8.2. The Pythagorean Theorem. Do Now: Find the missing variables. Simplify as much as possible.
HONORS GEOMETRY 6.6: Trapezoids. Do Now: Complete the do now given to you when you entered class.
COLLEGE ALGEBRA 4.7. Systems of Inequalities- Identifying equations + Solutions.
3-1 Representing Relations
7.1. Graphing Quadratics Standard Form
4.2. Relations and Functions Introduction
Relations and Functions
Functions & Relations.
Relations and Functions
Algebra 2 September 16, 2018 Goals:
EXAMPLE 1 Represent relations
4.6 – Formalizing Relations and Functions
Ways to show a function Four ways to display/write a function
Relations.
Algebra 1 Section 5.2.
DO NOW Homework: Lesson 5-2 Practice (pg. 75)
2.1: Represent Relations and Functions HW: p.76 (4-20 even, all)
Relations for functions.
Objectives The student will be able to:
2.1: Relations and Functions
Topic 3: Relations, Functions, Function Behavior Lesson 15 (1.7)
1.6 - Relations.
7.2 Functions Lesson #7.2 Pg. 465.
7.2 Functions Lesson #7.2 Pg. 465.
2.1: Relations and Functions
3-1 Relations A relation is a set of points.
Objectives Identify functions.
Algebra 1 ~ Chapter 4.1 The Coordinate Plane.
Objectives The student will be able to:
Warm Up Generate ordered pairs for the function
Objectives The student will be able to:
Presentation transcript:

COLLEGE ALGEBRA 2.2- Introduction to Relations Day One

Do Now: Determine the Domain and Range of the following two graphs in BOTH notations

Homework? Questions? Comments? Confusions? ASK ASK ASK ASK!

Yesterday We looked at domain and range. Today? Let’s determine the domain and range and other aspects of relations!

So… First? Relation: A set of ordered pairs Ex:

However Relations can be expressed in four different ways- 1. A list of coordinate points 2. A Table 3. A Graph 4. A Mapping Diagram

Example One: Express the relation {(1,1), (0,2), (3, -2)} as a table and a graph. What’s the domain and range of the relation? XY

Mapping Mapping: A diagram that illustrates how each x coordinate is paired with a y coordinate. Example:

Example One (Continued) Mapping of {(1,1), (0,2), (3, -2)}

Example Two: Given the following mapping diagram, determine the graph, table, and list of coordinate points of the relation. What is the domain? Range?

Example Three: Given the graph of a relation, determine the mapping diagram, table, list of coordinate points, domain and range.

Example Four: Given the table, determine the mapping diagram, graph, list of coordinate points, domain and range of the relation.

You Try! For each of the given relations determine the missing pieces: Graph Mapping Diagram List of Coordinate points Table Domain Range

Graphs for You Try!

Practice Problems Try some on your own/in your table groups As always don’t hesitate to ask me questions if you are confused and/or ask your table mates. As we always know– they are your greatest resource!

Exit Ticket Create a mapping diagram and table for the following relation: {(0,0), (1,3), (4,2), (3, 1)}