'Consecutive integers' presentation slideshows

Greetings!!!

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Solving Equations

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S A T Math Prep

S A T Math Prep. Brain Groomer. S A T Math Topics. Number Theory Rate problems Geometry I Algebra I Geometry II Algebra II Geometry III Set Theory. Number Theory. Number Theory. Fractions Decimals Scientific Form Percentages Ratios Proportions Variations.

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Math 2: Problem Solving

Math 2: Problem Solving. Steps . Read the problem (try to understand it upon the first read) Determine the type of problem Identify the variables Set up the equation Solve the equation/s Find the final solution Check the solution *Use trial and error only if you think it will be faster*

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The Legend has come...

The Legend has come. FROM THE PRODUCTION OF. THE SHADOW NINJAS. COMES THE MOST AWAITED POWERPOINT PRESENTATION OF THE HISTORY. CHAR LANG!. PROBLEMS. WORD. ODD, EVEN, & CONSECUTIVE INTEGERS. The sum of 2 consecutive integers is 63. Find the numbers.

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Chapter 2 Review

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Unit 3 Day 4: Solving Multi-Step Equations

Unit 3 Day 4: Solving Multi-Step Equations. Objectives: Solve equations involving more than one operation Solve equations involving consecutive integers. Solve Multi-Step Equations. Equations that require more than one step to solve are called multi-step equations .

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Unit 3: Solving Equations

Unit 3: Solving Equations. Minds On. There are 3 sisters, Dina, Michelle and Juliette. Dina is half as old as Michelle and 3 years younger than Juliette . Write an expression to describe this situation. If their ages total 39, how old is each sister?. Lesson 5: More Word Problems.

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Chapter 3: Solving Equations

Chapter 3: Solving Equations. 3.6 Equations & Problem Solving. Example 1. The length of a rectangle is 6 in more than its width. The perimeter of the rectangle is 24 in. What is the length of the rectangle?. Example 1a.

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Consecutive Numbers

Consecutive Numbers. Algebra I. are numbers in counting orders. Examples -3, -2, -1, 0, 1, 2, 3. Consecutive Integers. ?---|-----|------|-----|------|-----|-----|-----|-----|-----|-----|-----|-----|-----|---?

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2.3 Solving 2-Step and multi-step equations

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Theorem 3.4.3

Theorem 3.4.3. The square of any odd integer has the form 8 m + 1 for some integer m. Introduction. Experimentation Most people do not attempt to prove an unfamiliar theorem by simply writing down a formal proof.

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BELLWORK!!!!

BELLWORK!!!!. Which inequality is correct? A) -4>-2 B) 1<-9 C) -8>7 D) -6<-5. HW REVIEW. Timed Skill Drill. Squares & Square Roots. DCMS Rocks!. Finding squares and square roots. If the length of one side of a square is 2, then its area is _______?.

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Fractions and Decimals

dt. pt. d. p. d. pt. Fractions and Decimals. The Rivertown Little League is divided into d divisions. Each division has t teams, and each team has p players. How many players are there in the entire league? a) d + t + p b) dtp c) d) e).

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1.4 Solving Inequalities

1.4 Solving Inequalities. Objectives Learn to solve and graph inequalities. Learn to write and solve compound inequalities. . Properties of Inequalities.

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3.4 Solving Multi-Step Equations

3.4 Solving Multi-Step Equations. Reverse the usual order of operations!. Examples: 5x + 3 = 23 Subtract 3 first - 3 -3 5x = 20 Divide by 5 5 5 x = 4. Example;. x - 10 = 18 Add 10 to both sides

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3.4 Solving Multi-Step Equations

3.4 Solving Multi-Step Equations. Reverse the usual order of operations!. Examples: 5x + 3 = 23 Subtract 3 first - 3 -3 5x = 20 Divide by 5 5 5 x = 4. Example;. x - 10 = 18 Add 10 to both sides

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Literal Equations, Applications of Linear Equations

Literal Equations, Applications of Linear Equations. Math 021. A literal equation is any equation that contains two or more variables. A literal equation can be thought of as a formula . It is useful in some instances to solve a literal equation for a specific variable .

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Sequence and Series

Sequence and Series. Ch. 4.7-4.9. Sequence: A set of numbers with a pattern (each number is called a term) Each term is separated by a comma Domain of a sequence is the set of consecutive integers The set of numbers is the output

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Lesson 62 Square Roots-Higher Order Roots-Evaluating Using Plus or Minus

Lesson 62 Square Roots-Higher Order Roots-Evaluating Using Plus or Minus. Definition: If x is greater than zero, then Is the unique positive real number such that a) b) c) d) .

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