Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: Which one exhibits the quotient rule...

Slides:



Advertisements
Similar presentations
3.2 Inverse Functions and Logarithms 3.3 Derivatives of Logarithmic and Exponential functions.
Advertisements

Hamlet Act 2 Summarizing & Paraphrasing For Act 2.
Example 1A: Using the Horizontal-Line Test
Are you ready for your math test? Find Out 2 3 Previous.
4.6 Special Products. Objective 1 Square binomials. Slide
12.1 Inverse Functions For an inverse function to exist, the function must be one-to-one. One-to-one function – each x-value corresponds to only one y-value.
Remember---Logs are ‘inverses’ of exponentials.
nth Roots and Rational Exponents
Algebra I Chapter 10 Review
Lesson 5.6.  You have used several methods to solve for x when it is contained in an exponent.  You’ve learned that in special cases, it is possible.
By: Rafal, Paola, Mujahid.  y=e x (exponential function)  LOGARITHM FUNCTION IS THE INVERSE  EX1: y=log 4 xy=4 x  Therefore y=e x y=log e x.
5.4 Exponential Functions: Differentiation and Integration.
Jeopardy Growing Exponentially Welcome to the Function Fun with Functions Snoitcunf A special Function Let’s Change it Up
Math Jeopardy Complete the Square FactoringQuadratic Formula Solving Equations Complex Numbers
If the derivative of a function is its slope, then for a constant function, the derivative must be zero. example: The derivative of a constant is zero.
Copyright © 2009 Pearson Education, Inc. CHAPTER 5: Exponential and Logarithmic Functions 5.1 Inverse Functions 5.2 Exponential Functions and Graphs 5.3.
Ch 2.5 Variable on Both Sides Objective: To solve equations where one variable exists on both sides of the equation.
Multiplying Radical Expressions Note that This example suggests the following. and.
1 Solve each: 1. 5x – 7 > 8x |x – 5| < 2 3. x 2 – 9 > 0 :
Logarithmic Functions & Their Graphs
SOLVING LOGARITHMIC EQUATIONS Objective: solve equations with a “log” in them using properties of logarithms How are log properties use to solve for unknown.
5.2 Logarithmic Functions & Their Graphs Goals— Recognize and evaluate logarithmic functions with base a Graph Logarithmic functions Recognize, evaluate,
Find the inverse of a power function
FUNCTION TRANSLATIONS ADV151 TRANSLATION: a slide to a new horizontal or vertical position (or both) on a graph. f(x) = x f(x) = (x – h) Parent function.
Prerequisite Skills VOCABULARY CHECK Copy and complete the statement. ANSWER –9, 9 1. The square roots of 81 are ? and ?. 2. In the expression 2 5, the.
Solving Quadratics Algebra 2 Chapter 3 Algebra 2 Chapter 3.
Warm Ups:  Describe (in words) the transformation(s), sketch the graph and give the domain and range:  1) g(x) = e x ) y = -(½) x - 3.
Warm Ups Term 4 Week 3. Warm Up 4/4/16 1.Graph f(x) = 3 x + 4. State the domain and range. Graph the inverse and state its domain and range. 2.Factor.
Warm Ups Term 4 Week 5. Warm Ups 4/13/15 1.Solve the equation: log x = Find the inverse of the function: f(x) = 2 – x 3.
Logarithmic Functions & Their Graphs Goals— Recognize and evaluate logarithmic functions with base a Graph Logarithmic functions Recognize, evaluate, and.
EXPONENTIAL & LOGARITHMIC GRAPHS
Module 3.3 Factoring.
5-3 Solving Quadratic Equations by Graphing and Factoring Warm Up
Objectives Solve quadratic equations by factoring.
Completing the Square.
Warm Up Solve for x in terms of y
Thinking Mathematically
1.5 Functions and Logarithms
Logarithmic Functions and Their Graphs
8.3 Properties of logarithms
Techniques of Differentiation
Algebra 2 Final Review.
Factoring the Sum & Difference of Two Cubes
Warmup Let f(x) = x – 3 and g(x) = x2. What is (f ○ g)(1)?
5.4 Logarithmic Functions and Models
Another way to solve quadratics!
Chapter 2: Analysis of Graphs of Functions
Midterm Review Minute to Win It
Warm-up: Solve for x. 2x = 8 2) 4x = 1 3) ex = e 4) 10x = 0.1
LEARNING GOALS – LESSON 7.5
Section 1.5 Inverse Functions
Warm Up Find the x-intercept of each function. 1. f(x) = –3x + 9 3
Chapter 3 Section 6.
You can find the roots of some quadratic equations by factoring and applying the Zero Product Property. Functions have zeros or x-intercepts. Equations.
Chapter 1 - Poll Questions
To find the inverse of a function
Sec. 2.7 Inverse Functions.
Inverse Functions Inverse Functions.
Chapter 5 Section 6.
To find the inverse of a function
Factoring the Sum & Difference of Two Cubes
Completing the Square.
Using Properties of Logarithms
Find the inverse of a power function
More Properties of Logarithms
4.7A Complete the Square Algebra II.
Final Exam Review 30 Multiple Choice Questions (Equally Weighted)
Final Exam Review 30 Multiple Choice Questions (Equally Weighted)
Derivatives of Logarithmic and Exponential functions
Presentation transcript:

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: Which one exhibits the quotient rule...

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: Which one represents the Product Rule...

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: Factor 6x^2-13x+6

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: Simplify 28x^5y^8/7x^3y^12

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: Factor 25x^2-64

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: Which of the following is the correct...

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: Which of the following is a perfect s...

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: Given the solution set 3<x<7 which re...

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: For 2x-7=15 x=?

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: Which one represents the product prop...

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: Which statement best describes perpen...

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: Which statement describes the slope f...

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: List three types of special factoriza...

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: List 5 consecutive perfect cubes whic...

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: List the first ten perfect squares st...

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: What do the following acronyms stand...

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: What is the value of each of the foll...

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: What does one get when inverse functi...

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: Describe an example of a function fou...

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: Describe an example of a function fou...

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: What does the horizontal line test re...

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: Describe how to determine if a graph...

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: F(x) = 2x-7 and G(x) = x^2. Which equ...

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: F(x)=2x-7 and G(x)= x^2... what is F(...

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: Simplify (2-i)/(5+i).

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: Simplify 5/(2x-3).

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: Give an example of a binomial and its...

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: Which is the inverse of F(x)= 2X^2 - 7

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: Solve Log(5) +Log(x)= 2

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: F(x) has the points (3,7) and (2,4)....

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: Log7 + 5 LogX = ?

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: Which property of Logs allows you to...

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: Describe how to simplify i to any pow...

Don’t forget: You can copy- paste this slide into other presentations, and move or resize the poll. Poll: Choose the simplified form of i^26