20 24 60 80 48 6 + 20 +12 TIME will be on the x-axis. (time is always on the x-axis no matter what!) The number of COOKIES will be on the y-axis. Let’s.

Slides:



Advertisements
Similar presentations
T-3 Histograms. Histogram Basics A histogram is a special type of bar graph that measures the frequency of data Horizontal axis: represents values in.
Advertisements

Notes Over 4.3 Finding Intercepts Find the x-intercept of the graph of the equation. x-intercept y-intercept The x value when y is equal to 0. Place where.
Quick graphs using Intercepts 4.3 Objective 1 – Find the intercepts of the graph of a linear equation Objective 2 – Use intercepts to make a quick graph.
Finding the Intercepts of a Line
Slope-Intercept Form Page 22 10/15. Vocabulary y-Intercept: the point at which a function crosses the y-axis (0, y) x-intercept: the point at which a.
X and Y Intercepts. Definitions Intercept – the point where something intersects or touches.
Graphs of Equations Finding intercepts of a graph Graphically and Algebraically.
X y 1 st Quadrant2 nd Quadrant 3 rd Quadrant4 th Quadrant 13.1 – The Rectangular Coordinate System origin x-axis y-axis.
Graph of Logarithmic functions. 1 b 1 b 2 2 Graph of y = log b x b >1 If x = , then y = /b b 1 b /b.
Warm Up Show all definite integrals!!!!! 1)Calculator Active: Let R be the region bounded by the graph of y = ln x and the line y = x – 2. Find the area.
IPC Notes: Graphing.
Lesson 4-3 Reflecting Graphs: Symmetry. Use your grapher to sketch the following:
Types of Numbers Whole numbers 0, 1, 2, 3, 4, 5, …
Graphing Number Relationships
Goal: Graph horizontal and vertical lines Eligible Content: A / A
Independent vs. Dependent Variables What is the difference?
Comparing P-T graphs and V-T graphs. P-T GRAPHSV-T GRAPHS  Also called distance time graphs  Time always on the x-axis, position always on the y- axis.
Transformations We are going to look at some transformation rules today:
Lesson 2-3 Example Graph the ordered pairs C(2, 5) and D(0, 5). Then connect the points. What do you notice? Step 1 Graph point C. Start at the origin,
Graphing Equations of Lines Using x- and y-Intercepts.
Making and Understanding Graphs What is a graph? A graph is a “picture” of your data.
Martin-Gay, Beginning Algebra, 5ed 22 Linear Equation in Two Variables A linear equation in two variables is an equation that can be written in the form.
What is the x-intercept? The x-coordinate of a point where the graph crosses the x- axis. What is the y-intercept? The y-coordinate of a point where a.
S ECTION Graphs of Equations. T HE F UNDAMENTAL G RAPHING P RINCIPLE The graph of an equation is the set of points which satisfy the equation. That.
Today in Algebra 2 Go over homework Notes Study Guide Homework
Month Rent Revenue 0 $400.00$ $410.00$ $420.00$
Advanced Algebra II Notes 4.5 Reflections and the Square Root Family
Conventional Graphing Techniques 2. Use a pencil. 1. Use graph paper. 3. Use a straightedge.
3.1 Symmetry; Graphing Key Equations. Symmetry A graph is said to be symmetric with respect to the x-axis if for every point (x,y) on the graph, the point.
4.1 Power Functions and Models
Graphing Linear Equations Linear Equations can be graphed on a Cartesian Coordinate system Free powerpoints at
Graphing With Coordinates
Symmetry Smoke and mirrors. Types of Symmetry  X-axis symmetry  Y-axis symmetry  Origin symmetry.
Today’s Goal By the end of the period you will be able to: find the x- and y-intercepts of linear equations.
An x-intercept of a graph is the x- coordinate of a point where the graph crosses the x-axis. An y-intercept of a graph is the y- coordinate of a point.
X AND Y INTERCEPTS. INTERCEPT  In a function, an intercept is the point at which the graph of the line crosses an axis.  If it crosses the y-axis it.
The x-intercept of a line is the point (a,0) where the line intersects the x-axis. x and y Intercepts (a,0)
Section 1.2 Graphs of Equations in Two Variables.
Test an Equation for Symmetry Graph Key Equations Section 1.2.
Section 3: Communicating with Graphs.  A graph is a visual display of information or data.  Scientists use graphs to display results of their experiments.
Notes Over 2.4 Graphs of Common Functions Be Familiar with These Common Functions.
Transformations of Functions Viviana C. Castellón East Los Angeles College MEnTe Mathematics Enrichment through Technology.
8.2 Area of a Surface of Revolution
Section 3.5 Graphing Techniques: Transformations.
Y = x 2 – 4x – 5 xy Vertex? Max or Min? Axis of Symmetry? Do Now 1)
MCR 3U SECTION 3.4 REFLECTIONS OF FUNCTIONS. Example 1: Graph the functions and on a single grid.
Complex Numbers Operations with Complex Numbers What is the Imaginary Unit?
EQ: How can transformations effect the graph a parent function? I will describe how transformations effect the graph of a parent function.
Section 1.2 Graphs of Equations In Two Variables; Intercepts; Symmetry.
Hunting The Mayan Way. The Mayans hunted many different types of animals using bows and arrows. They used these animals to feed their families. turkey.
EXPONENTIAL FUNCTIONS By Jordan Moncada. Exponential Function  Function in the form of a x  “a” = a positive real number.
DEPENDENT & INDEPENDENT VARIABLES. Dependent Variable Dependent Variable: The dependent variable depends on the other variable for its outcome. It is.
Equal distance from origin.
Graphing Linear Equations In Standard Form Ax + By = C.
Notes Over 1.1 Checking for Symmetry Check for symmetry with respect to both axis and the origin. To check for y-axis symmetry replace x with  x. Sym.
I. There are 4 basic transformations for a function f(x). y = A f (Bx + C) + D A) f(x) + D (moves the graph + ↑ and – ↓) B) A f(x) 1) If | A | > 1 then.
1. g(x) = -x g(x) = x 2 – 2 3. g(x)= 2 – 0.2x 4. g(x) = 2|x| – 2 5. g(x) = 2.2(x+ 2) 2 Algebra II 1.
COMPOSITIONS WITH TRANSFORMATIONS. COMPOSITIONS Definition: The nesting of two or more processes to form a single new rule. Composition of Transformations.
Graphing Relationships. Independent Variable: Variable that causes a change in another variable Sometimes called the manipulated variable Always on the.
5-1 The Coordinate Plane Introduction. Coordinate Graph.
Section 2.2 Graphs of Functions Objectives: Review Domain Find Domain from a graph. Graph piecewise functions.
Section 1.4 Transformations and Operations on Functions.
Parallel and Perpendicular Lines. Overview This set of tutorials provides 32 examples that involve finding the equation of a line parallel or perpendicular.
Exponential & Logarithmic functions. Exponential Functions y= a x ; 1 ≠ a > 0,that’s a is a positive fraction or a number greater than 1 Case(1): a >
Integrated Mathematics. Objectives The student will be able to:: 1. graph linear equations. 2. write equations in point- slope form.
Transforming Linear Functions
x y.
4.1 NOTES. x-Axis – The horizontal line on the coordinate plane where y=0. y-Axis – The vertical line on the coordinate plane where x=0.
10:00.
Line Graphs.
Presentation transcript:

TIME will be on the x-axis. (time is always on the x-axis no matter what!) The number of COOKIES will be on the y-axis. Let’s graph the points!

MinutesCupcakes4? ?10 12? ?20 MinutesCupcakes?8 10? ?24 20?

MinutesCupcakes TIME will be on the x-axis. (time is always on the x-axis no matter what!) The number of CUPCAKES will be on the y-axis. Let’s graph the points!MinutesCupcakes

MinutesTexts MinutesTexts13 2 9