Bridge Math Chapter 10 Prentice Hall Algebra I Chapter 10 – (Allow approximately1.5 weeks for instruction, review, and assessment) Conceptual Category: Ways of Looking: Enduring Understanding(s): McGraw-Hill Bridge math Vocabulary: radical expression, like radicals, Revisiting Concepts Properties of real numbers can be used 10-1 Irrational Numbers unlike radicals, radicand, extraneous solution to perform operations with radical Verbal Mathematics (W-VM) expressions. Domain: Prentice Hall Algebra 1 Writing in Math: W-VM5. Multiply, divide, and simplify 10-2 Simplifying Radicals Explain how you can tell whether a radical radicals. Essential Question(s): 10-3 Operations with Radical Expressions expression is in simplified form. How are radical expressions simplified? 10-4 Solving Radical Equations Explain the difference between squaring and Symbolic Mathematics (W-SM) 1. Domain: – W-SM8. Demonstrate fluency with Objective(s): Additional Resources: techniques needed to simplify radical Students will simplify sums, differences, expressions and calculate with them, products and quotients of radical (lessons and performance tasks) including addition, subtraction, and expressions. multiplication. Students will identify extraneous solutions to when solving radical expressions. Domain: Graphic Mathematics (W-GM) W-GM5. Operate (add, subtract, multiply, divide, simplify, powers) with radicals and radical expressions including radicands involving rational numbers and algebraic expressions. RESOURCE TOOLBOX
Bridge Math Chapter 10 Prentice Hall Algebra I – Chapter 10 (Allow approximately1.5 weeks for instruction, review, and assessment) Conceptual Category: Ways of Looking: Revisiting Concepts Domain: Verbal Mathematics (W-VM) W-VM5. Multiply, divide, and simplify radicals. Domain: Symbolic Mathematics (W-SM) W-SM8. Demonstrate fluency with techniques needed to simplify radical expressions and calculate with them, including addition, subtraction, and multiplication. Domain: Graphic Mathematics (W-GM) W-GM5. Operate (add, subtract, multiply, divide, simplify, powers) with radicals and radical expressions including radicands involving rational numbers and algebraic expressions. Enduring Understanding(s): Properties of real numbers can be used to perform operations with radical expressions. Essential Question(s): How are radical expressions simplified? Objective(s): Students will simplify sums, differences, products and quotients of radical expressions. Students will identify extraneous solutions to when solving radical expressions. McGraw-Hill Bridge math 10-1 Irrational Numbers Prentice Hall Algebra 1 10-2 Simplifying Radicals 10-3 Operations with Radical Expressions 10-4 Solving Radical Equations Additional Resources: (lessons and performance tasks) Vocabulary: radical expression, like radicals, unlike radicals, radicand, extraneous solution Writing in Math: Explain how you can tell whether a radical expression is in simplified form. Explain the difference between squaring and – 1. RESOURCE TOOLBOX
Bridge%20Math%20Q1%2016-17%20Revised%206_29_16.docx