'Division properties' diaporamas de présentation

Solving One-Step Equations

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3-3 Solving Equations by Multiplying or Dividing

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Solving One and Two step Equations

Solving One and Two step Equations. Sol A.1. Why do we do the same thing to both sides of an equation. d + 12 = -5. Why do we do the same thing to both sides of an equation.

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Warm Up

Warm Up. multiplication. exponents. base. On Friday we learned the rules for the __________ Properties of ___________. The common _____ rule states you must ________ the exponents of common bases. The _______ to ______ rule states you must ___________ the __________ of a _________ to a

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Rounding and Estimating (1.5)

Rounding and Estimating (1.5). Rounding a whole number means approximating. 20. 23. 30. 40. 48. 50. 10. 15. 20. 23 rounded to the nearest ten is 20. 48 rounded to the nearest ten is ____. 15 rounded to the nearest ten is 20. Rounding Whole Numbers to a Given Place Value.

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Chapter 7

Chapter 7. Triangle Inequalities. Section 7-1. Segments, Angles and Inequalities. Comparison Property. For any two real numbers, a and b, exactly one of the following statements is true. a<b a = b a ?b. Theorem 7-1.

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7-2 Division Properties of Exponents

Objectives: Divide monomials using the properties of exponents. Simplify expressions containing negative and zero exponents. 7-2 Division Properties of Exponents. ___________________________= ___________________________= ___________________________= .

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Warm-Up

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Dividing Monomials

Dividing Monomials. Objectives. Be able to divide polynomials Be able to simplify expressions involving powers of monomials by applying the division properties of powers. Vocabulary. Monomial: A number, a variable, or the product of a number and one or more variables.

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Multiplication & Division Properties

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The Whole Numbers

Chapter 1. The Whole Numbers. Dividing Whole Numbers. 1.7. Dividing Whole Numbers. The process of separating a quantity into equal parts is called division. Properties of 1. Division Properties of 1 The quotient of any number (except 0) and that same number is 1. For example,

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7.5 Division Properties of Exponents

7.5 Division Properties of Exponents. Standard: SWBAT understand and apply the rules for exponents in dividing monomial expressions. Mini Quiz 35. Simplify ((5 y ) 2 ) 0 Which expression is equivalent to x 6 x 2 a) x 4 x 3 b) x 5 x 3 c) x 7 x 3 d) x 9 x 3 Simplify (2 y 2 ) 4.

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6.2 Multistep Inequalities

6.2 Multistep Inequalities. Objectives: State and apply the Multiplication and Division Properties of Inequality. Solve multistep inequalities in one variable. Standards Addressed: 2.8.8.C: Create and interpret inequalities that model problem situations.

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Answers to page 74 #22-31

Answers to page 74 #22-31. 2.5: Solving Equations by Multiplying or Division. Remember: Dividing means multiplying by the inverse !. The Multiplication and Division Properties of Equality. How the Multiplication Property of Equality ( MPoE ) Works.

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Solving Inequalities Using Multiplication and Division

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Solving Multi-Step Equations

Solving Multi-Step Equations. Work Backwards. Multi-step equations can be solved by undoing the operations in reverse of the order of operations. Steps for Solving Equations. 1. Use the Distributive Property to remove the grouping symbols.

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8.3 Division Properties of Exponents

8.3 Division Properties of Exponents. Learn to use the division properties of exponents to evaluate powers and simplify expressions.

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CHAPTER 2.6

CHAPTER 2.6. ADDITION, SUBTRACTION, MULTIPLICATION, AND DIVISION PROPERTIES OF EQUALITY. ADDITION AND SUBTRACTION PROPERTIES OF EQUALITY. Let a, b, and c represent algebraic expressions Addition property of equality: If a = b, then a + c = b + c

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Section 2.6

Section 2.6. Multiplication and Division Properties. Theorem 14 : If segments (or angles) are congruent, their like multiples are congruent. ( Multiplication Property ). Theorem 15 : If segments (or angles) are congruent, their like divisions are congruent. ( Division Property ).

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