3.) Which is greater 4 • or 4(5 - 3)

Slides:



Advertisements
Similar presentations
Solving Inequalities Using Addition & Subtraction.
Advertisements

Inequalities Symbols and line graphs. Symbols  < is less than  > is greater than  < is less than or equal to  > is greater than or equal to points.
SOLVE ABSOLUTE VALUE INEQUALITIES January 21, 2014 Pages
3.2 Solving Equations by Using Addition and Subtraction Addition Property of Equality –If the same number is added to each side of an equation, the resulting.
Solve the following equations for x: 1) 2) 3) 4) 5) 6)
Solving Inequalities Just like with equations, the solution to an inequality is a value that makes the inequality true. You can solve inequalities in.
Lesson 1.4 Equations and Inequalities Goal: To learn how to solve equations and check solutions of equations and inequalities.
Equations Students will be able to solve equations using mental math, or guess and check.
Notes 3.4 – SOLVING MULTI-STEP INEQUALITIES
4.3 Solving Systems of Linear Inequalities 11/7/12.
Solve the following equations for x: 1) 2) 3) 4) 5) 6)
Solving Inequalities Objective: SWBAT solve inequalities and represent solutions to inequalities graphically while using set notation. Advanced Algebra.
4-5 Inequalities (pages ) P6  Represent inequalities on a number line or a coordinate plane.
Equations and Inequalities. Unit 8 – Solving Inequalities.
1.5 Translating Words into Mathematical Symbols
Bellwork Do worksheet 1.1 (2-28 ev).
5.8 Radical Equations and Inequalities
SOLVING INEQUALITIES LESSON 6(2).
1-5 Equations Goals: Solve equations with one variable
Chapter 7 – Systems of Linear Equations and Inequalities
Writing Inequalities x is less than 7 x is greater than 5
Solving 1-step Inequalities
1.4 – Writing Equations and Inequalities
Using the numbers {-2, -1, 0, 1, 2} Solve the following equations.
Solve the following Equations Show your work
Find the x coordinate using -b/2a, then find the y coordinate.
Solving Inequalities Lesson 7.6.
6-5 Linear Inequalities.
Bellwork1/26 Solve by Graphing: x + 2y = 7 x + y = 1.
Bellwork Find the x and y values Y (-5,2) (3,3) X (-3,-1) (4,-3)
Warm Up. Graph the solution set to each inequality:
Bellwork ~ Solve & Graph
Solving absolute value equations
Section 5.1 Solving inequalities
1.) 5t = 4t ) 4a + 3 = 3a + 5 Bellwork Solve and Check
SOLVING ABSOLUTE-VALUE EQUATIONS
Notes Over 1.4 It’s time to stop “daydreaming”
Lesson Objective: I will be able to …
Bellwork Determine whether the ordered pairs are solutions of the inequality: 2x-3y>-2 1.) (0,0) 2.) (0,1)
Bellwork~Solve 1.) x - 2 = 5 2.) 2x - 7 = 9 3.)(2x-7) - 5 = 4.
1.) (x - 3)/4 = 6 2.) x/3 + 4 = 10 3.) 2a - 3 = 5a ) 2(3 - x)
1.) x/4 = 27/36 2.) 5/x = 27/30 3.) (x+6)/(x-2) = 2/x 4.) Next Slide
Stand Quietly.
5x + 3x + 2 = 20 Bellwork #1 of 2 a.) combine the x terms
Bellwork 8/19 Do the Mixed Review on page 13 (2-16 ev).
Welcome Back Algebra 1-2 This presentation starts the 2nd Semester.
Bellwork (1 of 2) Describe the number of solutions for each below:
1.4 – Writing Equations and Inequalities
Graph 3x + y = 6 by making a “T” Table and graphing the line.
Bellwork 1/24 Solve #1 and then do #2 1.) x + y = 5 2.) 3x + 2y = 12
Bellwork 1.) Make a “T” table and graph the equation 2x + 4y = 8
3.8 Solving Equations Involving Absolute Value
Writing Inequalities x is less than 7 x is greater than 5
Bellwork 8/18 Do even on page 7.
Notes Over 1.7 Solving Inequalities
Find a if: a2 + b2 = c2 1.) c=10, b= 8 2.) c=20,b=16 3.) a2+152=172
Bellwork Find the slope and y -intercept 1.) y = 3x -2.
Notes Over 1.7 Solving Inequalities
Is 3 a solution for the inequality x – 2 < 6?
Bellwork 1.) How many different ways can 2 lines appear on a graph?
Course 2: Inequalities Objectives:
Using Number Sense to Solve One-Step Equations
Solving Linear Inequalities
Variables and Equations
To Start – 10 Points!! Simplify the following:
3-1 Inequalities and Their Graphs
please quietly copy onto your class notebook
Solving inequalities Chapter 3.
6-3 & 6-4 Elimination Goals: Solve systems using linear combinations.
Presentation transcript:

3.) Which is greater 4 • 5 - 3 or 4(5 - 3) Bellwork 1.) If a = 3, evaluate 2a -5 2.) If t = 7, evaluate t2 + 26 3.) Which is greater 4 • 5 - 3 or 4(5 - 3) 4.) Is 23 less than 3(7 - 4)2

1.) If a = 3, evaluate 2a -5 1 2.) If t = 7, evaluate t2 + 26 75 Bellwork 1.) If a = 3, evaluate 2a -5 1 2.) If t = 7, evaluate t2 + 26 75

3.) Which is greater 4 • 5 - 3 or 4(5 - 3) 17 > 8 4 • 5 - 3 Bellwork 3.) Which is greater 4 • 5 - 3 or 4(5 - 3) 17 > 8 4 • 5 - 3 4.) Is 23 less than 3(7 - 4)2 23 < 27 yes

To be able to Check solutions of equations and inequalities. Today’s Objective To be able to Check solutions of equations and inequalities.

Equations and Inequalities Equation means equal to (=) Inequality means Not Equal To ( <, >)

Guess and Check Plug-in the numbers from 1 - 5 to find the solution to the following equation: 4x - 2 = 10

Guess and Check x = 1 4x - 2 = 10 4(1) - 2 = 10 4 - 2 = 10 2 = 10

Guess and Check x = 2 4x - 2 = 10 4(2) - 2 = 10 8 - 2 = 10 6 = 10

Guess and Check x = 3 4x - 2 = 10 4(3) - 2 = 10 12 - 2 = 10 10 = 10

What number plus 2 equals 6? Mental Math 1.) x + 2 = 6 What number plus 2 equals 6? 4 2.) x - 3 = 4 What number minus 3 equals 4? 7

2 times what number equals 10? Mental Math 3.) 2x = 10 2 times what number equals 10? 5 4.) x/3 = 1 What number divided by 3 equals 1? 3

Inequality Symbols > Greater Than < Less Than > Greater Than or Equal to < Less Than or Equal to = Not Equal to

Decide if 4 is a solves the following inequalities. 1.) 2x - 1 < 8 2.) x + 4 > 9 3.) x - 3 < 1

1.) 2x - 1 < 8, when x = 4 1.) 2x - 1 < 8 2(4) - 1 < 8 8 - 1 < 8 7 < 8 True

2.) x + 4 > 9 when x = 4 1.) x + 4 > 9 4 + 4 > 9 8 > 9 8 > 9 False

3.) x - 3 < 1 when x = 4 1.) x - 3 < 1 4 - 3 < 1 1 < 1 True

Classwork Do Worksheet 1.5 (1-24) Homework Page 30 (9-32all) and (34)