Pearson Algebra I Book Page 588 Tasks 1 - 3 Use KNWS, SQRQCQ, or UPS√ Strategy √ Rational Expressions & Functions ( 4.5 weeks) A-CED 2. Create equations in two or more variables to Vocabulary: Pearson Create equations that describe numbers or represent relationships between quantities; Rational expression, excluded value 11-1: Simplifying Rational Expressions relationships graph equations on coordinate axes with labels and scales. Journal Prompt(s): When simplifying rational expressions, why may it be necessary to exclude values? Explain. Glencoe 11-3: Simplifying Rational Expressions Suppose neither the numerator not the Extra Practice denominator of a rational expression can be factored Is the expression necessarily in simplified form? Explain. Pearson Algebra I Book Page 656 #40 Use KNWS, SQRQCQ, or UPS√ Strategy √ A‐APR 7. Understand that rational expressions form a Pearson Vocabulary: Rewrite rational expressions. system analogous to the rational numbers, Complex fraction, rational expression 11-2: Multiplying & Dividing Rational closed under addition, subtraction, Expressions multiplication, and division by a nonzero rational expression; add, subtract, multiply, Compare & Contrast and divide rational expressions. How are multiplying rational expressions and multiplying numerical fractions similar? How are they different? Glencoe 11-4: Multiplying & Dividing Rational Journal Prompts):
Pearson Algebra I Book Page 588 Tasks 1 - 3 Use KNWS, SQRQCQ, or UPS√ Strategy √ Rational Expressions & Functions ( 4.5 weeks) A-CED Create equations that describe numbers or relationships 2. Create equations in two or more variables to represent relationships between quantities; graph equations on coordinate axes with labels and scales. Pearson 11-1: Simplifying Rational Expressions Glencoe 11-3: Simplifying Rational Expressions Extra Practice Vocabulary: Rational expression, excluded value Journal Prompt(s): When simplifying rational expressions, why may it be necessary to exclude values? Explain. Suppose neither the numerator not the denominator of a rational expression can be factored Is the expression necessarily in simplified form? Explain. Pearson Algebra I Book Page 656 #40 Use KNWS, SQRQCQ, or UPS√ Strategy √ A‐APR Rewrite rational expressions. 7. Understand that rational expressions form a system analogous to the rational numbers, closed under addition, subtraction, multiplication, and division by a nonzero rational expression; add, subtract, multiply, and divide rational expressions. Pearson 11-2: Multiplying & Dividing Rational Expressions Glencoe 11-4: Multiplying & Dividing Rational Vocabulary: Complex fraction, rational expression Compare & Contrast How are multiplying rational expressions and multiplying numerical fractions similar? How are they different? Journal Prompts):
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