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Published byEgbert Heath Modified over 9 years ago

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WARM UP EVALUATING EXPRESSIONS Evaluate the expression for the given value of the variable. (Lesson 1.1) 1.(8)(x) when x = 4 2.24/x when x = 3 3.x + 15 when x = 12 4.9x when x = 7 5.25 – x when x = 14 4

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WARM UP EVALUATING EXPRESSIONS Evaluate the expression for the given value of the variable. (Lesson 1.1) 1.(8)(x) when x = 4 2.24/x when x = 3 3.x + 15 when x = 12 4.9x when x = 7 5.25 – x when x = 14 3

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WARM UP EVALUATING EXPRESSIONS Evaluate the expression for the given value of the variable. (Lesson 1.1) 1.(8)(x) when x = 4 2.24/x when x = 3 3.x + 15 when x = 12 4.9x when x = 7 5.25 – x when x = 14 2

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WARM UP EVALUATING EXPRESSIONS Evaluate the expression for the given value of the variable. (Lesson 1.1) 1.(8)(x) when x = 4 2.24/x when x = 3 3.x + 15 when x = 12 4.9x when x = 7 5.25 – x when x = 14 1

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EVALUATING EXPRESSIONS Evaluate the expression for the given value of the variable. (Lesson 1.1) 1.(8)(x) when x = 4 2.24/x when x = 3 3.x + 15 when x = 12 4.9x when x = 7 5.25 – x when x = 14 WARM UP 0

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1.5 Translating Words into Mathematical Symbols GOAL: Translate words into mathematical symbols. KEY WORDS: Translate Phrase sentence

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EXAMPLE 1: Translate Addition Phrases Write the phrase as a variable expression. Let x represent the number. PHRASECONCLUSION The sum of 6 and a number 8 more than a number A number plus 5 A number increased by 7 1.5 Translating Words into Mathematical Symbols 6 + x x + 8 x + 5 x + 7

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EXAMPLE 2: Translate Subtraction Phrases Write the phrase as a variable expression. Let x represent the number. PHRASECONCLUSION The difference between 5 and a number 7 minus a number A number decreased by 9 4 less than a number 1.5 Translating Words into Mathematical Symbols 5 – x 7 – x x – 9 x - 4

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EXAMPLE 3: Translate Multiplication and Division Phrases Write the phrase as a variable expression. Let x represent the number. PHRASECONCLUSION The product of 9 and a number 10 times a number A number multiplied by 3 One fifth of a number The quotient of a number and 6 7 divided by a number 1.5 Translating Words into Mathematical Symbols 9x 10x 3x ⅕x x/6 7/x

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EXAMPLE 4: Translate Sentences Write the sentence as an equation or inequality. PHRASECONCLUSION The sum of a number x and 12 is 16. The quotient of 15 and a number x Is less than 3. 1.5 Translating Words into Mathematical Symbols x + 12 = 16 15/x < 3

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EXAMPLE 5: Write and Solve an Equation a.Translate into mathematical symbols: “ The difference between 13 and a number is 7” Let x represent the number. b.Use mental math to solve the equation. Solution a.The equation is 13 – x = 7 b.Using mental math, you can find that the solution is x = 6 1.5 Translating Words into Mathematical Symbols

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CHECKPOINT Write the phrase as a variable expression. Let x represent the number. 1.11 more than a number 2.A number decreased by 10 3.The quotient of 8 and a number 4.The product of 2 and a number 5.The product of 5 and a number x is 25 6.10 times a number x is greater than or equal to 50

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