ANNOUNCEMENTS -NO CALCULATORS -Take out HW to stamp

Slides:



Advertisements
Similar presentations
1. 2. Warm-Up Domain Range INQ:______________ INT:______________
Advertisements

WARM UP ANNOUNCEMENTS -Pick up your assigned calculator -Take out your HW to stamp Use the triangles to the right to find the coordinates needed to solve.
ANNOUNCEME NTS -Pick up assigned calculator -Take out your HW to be stamped WARM UP 1.Copy the following into your Vocab Section (Purple tab!) Cross Section.
Piecewise Functions and Step Functions
Piecewise & Greatest Integer Functions
Pre-Calculus Section 1-3B Functions and Their Graphs.
2-2: Piecewise Functions Unit 2: Linear Functions English Casbarro.
Warm Up. EQUATION OF A CIRCLE Geometry How can we make a circle? What are the most important aspects when drawing a circle?
Objectives Write and graph piecewise functions.
Do Now 10/23/2015 Write the equation of each line in slope- intercept form. 1. slope of 3 and passes through the point (50, 200) y = 3x slope of.
2.2 day 3 The Piecewise Function
Ch 4-3 Piecewise and Stepwise Functions C.N.Colon ALGEBRA-HP SBHS.
Warm Up Graph the following functions on the same coordinate plane:
Piecewise Functions. Warm Up 1. Can there be two functions on a graph at the same time? 2. If there are, will our graph still be a function? 3. Draw a.
2-2 Extension Part 2: Piecewise Functions
Do Now  .
Objectives Write and graph piecewise functions.
Objectives Vocabulary Write and graph piecewise functions.
Bell Ringer 1. Why is an absolute value function a piecewise function?
Piecewise-Defined Functions
Ch. 2 – Limits and Continuity
Warm Up Graph f(x) = 2x + 3 Graph f(x) = -3x + 1
Do Now. You have 5 minutes. Graph the point (-2, 2)
Name:__________ warm-up 9-7
Warm Up.
Negative & Zero Exponents
Do Now 3/14/16 What do you know about pi? What number is it?
Warm-Up . 4. Find the average and standard deviation of the following data set: 12, 13, 14 20, 25, 25, 32,27 5. Draw the normal for question 2   6. Use.
Warm up Solve the inequality. Then graph the solution.
Piecewise Functions.
Warm Up State the domain and range of the following equations:
Day 18 Warm-Up 1) Which of the following problems is a circle and which is a parabola? Why? A) 2
Entry Task Consider the function f(x):
Piecewise Functions.
Warm-Up Name the characteristics for the function: Domain Range Intercepts Increasing/Decreasing Asymptote End Behavior.
Unit 4 Day 6 More With Piecewise Functions
2.6 Day 1 Notes Special Functions
Piecewise Functions.
Warm-up 1) What word will you use to help you remember how to find sine, cosine, and tangent for right triangles? 2) Do sides of 15, 25, and 20 correspond.
Unit 4 Day 5 Piecewise Functions
Graphing and Evaluating The Piecewise Function A Series of Examples
Warm Up Let’s find the vertex of the following quadratic equation and state whether it is a maximum point or minimum point.
Sketch the graph of each function. 1. −
Lesson 9 Absolute Value as Distance Graphing Special Functions
Graphing Step (Greatest Integer) Functions
WARM UP f(x) = (x + 2)3 - 4 What is the parent function?
Homework Log Thurs 4/21 Lesson 10 – 6 Learning Objective:
Piecewise Functions.
Review for the test tomorrow on Lessons 1-75
Unit 4 Day 1 Absolute Value Functions
Piecewise-Defined Function
Piecewise Functions.
WARM UP ANNOUNCEMENTS -Pick up your assigned calculator -Pick up all materials from front desk Update TOC. Update Data Tracker (Green Tab) – Find your.
Techniques for Evaluating Limits
“Yesterday was a good day……” Journey 1979
Unit 3 Functions.
WARM UP ANNOUNCEMENTS -NO CALCULATORS -Take out your HW to stamp -Extra Credit on my website! Use the triangles to the right to find the coordinates needed.
WARM UP ANNOUNCEMENTS - Check file for your warm up! - Pick up notes -Take out your HW to be stamped The area of Ms. Santos’s classroom is x2 – 9x +
WARM UP ANNOUNCEMENTS -Pick up your assigned calculator -Pick up Unit 3 HW Packet -Check your file for School Beautification Project grades Copy down the.
2.7 Piecewise Functions Algebra 2.
Warm-up 1) What word will you use to help you remember how to find sine, cosine, and tangent for right triangles? 2) Do sides of 15, 25, and 20 correspond.
WARM UP ANNOUNCEMENTS -Pick up your assigned calculator -Take out your HW to stamp.
2.5 Use Piecewise Functions
Warm-up: 1) Find the standard form of the equation of the parabola given: the vertex is (3, 1) and focus is (5, 1) 2) Graph a sketch of (x – 3)2 = 16y.
23 – Limits and Continuity I – Day 2 No Calculator
WARM UP ANNOUNCEMENTS -Pick up your assigned calculator -Turn in Unit 5 HW Packet Use the distance formula to find the distance between points A and B.
WARM UP Copy the following into your Vocab Section (Purple tab!)
Section 13.2: Understanding Inverse Functions
Warm – up #4 1. Evaluate
Do Now Graph
Presentation transcript:

ANNOUNCEMENTS -NO CALCULATORS -Take out HW to stamp WARM UP ANNOUNCEMENTS -NO CALCULATORS -Take out HW to stamp Try to sketch a rough graph of the following on your WHITE BOARD. Your favorite dog groomer charges according to your dog’s weight.  If your dog is 15 pounds and under, the groomer charges $35.  If your dog is between 15 and 40 pounds, she charges $40.  If your dog is over 40 pounds, she charges $40 plus an additional $2 for each pound. (THE FUNCTION IS ON PG. 22 OF YOUR NOTES FROM YESTERDAY!!) Update TOC and WAIT to glue notes!

This Friday….  Digit Recitation Competition Line the walls with ! Find out how 3.14 got named  and what the knight Sir Cumference and his son Radius has to do with it. PIE Project!

HOMEWORK QUESTIONS?

#4 Graphing Piecewise & Step Functions

Graphing Piecewise Functions   f(x) = x2 + 1, x ≥ -1 ________________ -3x – 1, x < -1 _______________ STEPS: 1. Determine the shapes of the graphs. 2. Draw the boundaries of each graph (Draw the fences.) 3. Draw each graph. (Draw each neighbor on his side of the fence.) 4. Draw or open or closed circles. (Who owns the fence?)  Continuous or Discontinuous? Parabola Line Because…

Graphing Piecewise Functions   2. f(x) = 3x + 2, x < -2 ________________ -x, -2 < x < 1______________ x2 – 2, x >1 ________________ 1. Determine the shapes of the graphs. 2. Draw the boundaries of each graph (Draw the fences.) 3. Draw each graph. (Draw each neighbor on his side of the fence.) 4. Draw open or closed circles. (Who owns the fence?) Continuous or Discontinuous? Line Line Parabola Because…

BRAIN BREAK

What was the last movie you saw in theaters? TICKET PRICES $5 Under 13 years old $9 Adults 13 years old and up $6.50 Senior Citizens 55 years old and up

Closed circle: < or > Open circle: < or > -6 if x < -2 -1 if -2 ≤ x < 4 7 if x ≥ 4 Closed circle: < or > Open circle: < or >

PRACTICE PROBLEMS Carefully graph each of the following PRACTICE PROBLEMS Carefully graph each of the following. Identify whether each function is continuous or discontinues. Then evaluate the function at each specified domain value (x). You can also make a table of x- & y- values to help you.

BRAIN BREAK

Back to the Warm Up 300 225 150 75 0 10 20 30 40 50 60

Go back to your original graph and compare your answer to the answer we just did together. Were there any similarities in your first graph and the piecewise function graph? What were they? Were there any differences in your first graph and the piecewise function graph? What were they?

Homework #4 in HW Packet (all) Bring PIE tomorrow for Pi Day!! Memorize as many digits as you can for the Pi digits competition!

Exit Ticket Graph the following for f(x) =