Warm up.

Slides:

Advertisements

Similar presentations

1.6 Graph Using Slope-Intercept Form E.Q. How do I graph using slope intercept form?

Advertisements

Warm Up. Essential Question: How do you factor a polynomial without a middle term?

TODAY IN ALGEBRA 2.0…  Review: Graphing Rational Functions  Learning Target 1: 8.2 continued…You will graph rational functions  Complete HW #1  Learning.

TODAY IN ALGEBRA 2.0…  Review: Factoring polynomials  Learning Target: 8.2 You will graph rational functions  Independent Practice.

Objective: Students will be able to graph and transform radical functions.

TODAY IN CALCULUS…  Warm Up: Factoring Polynomials  Learning Targets :  You will find the absolute values of real numbers and understand the properties.

Algebra II Honors January 5 th Students will complete daily warm-up problems. Students will be able to model exponential growth and decay. Students will.

WARM UP. Homework Q’s Dividing Polynomials using Synthetic Division EQ: How is Long Division utilized to divide a polynomial functions? Assessment:

M3 1.5 Systems of Linear Inequalities M3 1.5 Systems of Linear Inequalities Essential Questions: How can we write and graph a system of linear inequalities.

EQ: How can transformations effect the graph a parent function? I will describe how transformations effect the graph of a parent function.

WARM UP 1. Factor the polynomial completely. 27 – y 3 2. What are the real number solutions of the equation 2x = x 2 + x 3 ?

Homework Log Tues 12/1 Lesson 4 – 5 Learning Objective: To graph translation of ellipses and hyperbolas Hw: #406 Pg. 247 #1, 3, 9, 13, 19, odd.

4.5 Properties of Logarithms. Properties of Logarithms log log 6 3 log 4 32 – log 4 2 log 5 √5.

Essential Question: How do you use derivatives with natural logs? Students will write a summary describing techniques used for taking the derivative with.

Unit 3 Day 10 – Transformations of Logarithmic Functions.

Warm Up Is (3,-5) a solution of the system? 4x + 2y = 2 -2x – 3y = 9.

Essential Question: How do you find the solution to a system of linear inequalities? Students will write a summary how to graph systems of linear inequalities.

Warm up. Graph Square Root and Cube Functions (Section 6-5) Essential Question: What do the graphs of square root and cube root functions look like? Assessment:

WARM UP Infinite Geometric Series EQ: When does an infinite geometric series have a sum and when does it not have a sum? Assessment: Students will.

PreCalculus 3-3 Properties of L0garithms. Properties of Logarithms.

Lesson 6.3 Logartithms and Logarithmic Functions(Day 2)

Warm Up Solve by Factoring: Solve by Using Square Roots:

Family of Functions: A set of functions whose graphs have basic characteristics in common. For example, all linear functions form a family because all.

Warm Up Subtract: Add:.

Warm-Up Pg. 448 #1-11 (odd).

WARM UP Evaluate without using a calculator. 1. √ –2

Fill in the appropriate inequality:

1-1 RELATIONS & FUNCTIONS

Warm Up Simplify 3

WARM UP Find all real zeros of the functions

Warm up 1) Graph.

Warm Up – September 25, 2017 Solve the following: 2x2 – 3x – 5 = 0

Solving Exponential & logarithmic Equations

Warm up Evaluate the expression without using a calculator. 1. 5–2 1

Warm up Factor the expression x – 5x2 2. x2 – 2x – 48.

Warm-up: Graph the circle with equation 3x2 + 3y2 + 12x – 12 = 6y

Unit 3 Day 10 – Transformations of Logarithmic Functions

Properties of Logarithmic Functions

Warm-up 1. Solve the system of equations 3x + 2y = 12 and x – y = – 1 graphically. 2. Solve the system. Then classify the system as consistent and independent,

WARM UP Simplify each expression. 1. (–2) – 34.

Natural Logarithms - Integration

Natural Logarithms - Differentiation

Warm-Up 5/7/08.

Warmup 1) Solve. 0=2

Use synthetic substitution to evaluate

WARM UP Evaluate the expression Simplify the Expression

Warm-Up: Evaluate the logarithms

Warm up Do Problems 20 and 22.

Warm up 1. One term of a geometric sequence is a5 = 48. The common ratio is r = 2. Write a rule for the nth term. 2. Find the sum of the geometric.

Warm-up: Graph the circle with equation 3x2 + 3y2 + 12x – 12 = 6y

WARMUP Given Expression Simplify Property Used −4 2 ∗ −4 3

4.5 Properties of Logarithms

Unit 3 Functions.

Warm Up 1) Find f(-3) for

Warm Up Graph f(x) = 3x – 2 using a table

Warm Up Complete the following: Circle the leading coefficient

Warm-up: Find the distance and midpoint between the points (-3, 1) and (4, 0) Homework: Finish CW: Chapter P Exam Review.

Write out the first five terms of the sequence:

Warm up Which of the following exponential functions represent exponential decay? Select three that apply.

6.3 Logarithmic Functions

4 minutes Warm-Up Graph. 5x – 4y = 20 2) x = 5 3) y = -2.

Warm Up Find the pattern in the number sequences below:

Presentation transcript:

Warm up

Homework Questions

Homework Questions

Graphing Logarithms EQ: What are the characteristics of the parent graph of a logarithmic function? Assessment: Students will describe the characteristics of a logarithmic function in the form of a summary.

Example x y

Example

EXAMPLE TRANSLATING LOGARTHMIC GRAPHS

EXAMPLE TRANSLATING LOGARTHMIC GRAPHS

Write your Summary to the Essential Question Homework Pg. 504 45-53 (odd) Write your Summary to the Essential Question What are the characteristics of the parent graph of a logarithmic function?