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Mathematics
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CSU Performing Operations with Real Numbers
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CSU Performing Operations with Real Numbers
In this pathway, you will learn how to perform operations using real numbers.
Your Quiz Points in CSU Performing Operations with Real Numbers
Total Possible
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Unit 1 - Number Types
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1.1 Rational Numbers
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1.2 Irrational Numbers
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1.3 Imaginary Numbers
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1.4 Complex Numbers
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1.5 Number System Relationships
Unit 2 - Integer Operations
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2.1 Negative and Positive Operations
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2.2 Adding Negative Numbers
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2.3 Adding Positive and Negative Numbers
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2.4 Subtracting Positive and Negative Numbers
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2.5 Multiplying Negative Numbers
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2.6 Multiplying Positive and Negative Numbers
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2.7 Dividing Negative Numbers
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2.8 Dividing Positive and Negative Numbers
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2.9 Adding and Subtracting Absolute Value
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2.10 Multiplying and Dividing Absolute Values
Unit 3 - Order of Operations
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3.1 Order of Operations
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3.2 Order of Operations in Absolute Value
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3.3 Powers and Order of Operations
Unit 4 - Absolute Value
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4.1 Absolute Value
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4.2 Taking the Absolute Value of a Negative
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4.3 Taking the Absolute Value of a Non Negative
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4.4 Absolute Value of a Variable
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4.5 Absolute Value of an Expression
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4.6 Taking the Absolute Value of an Operation
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4.7 Order of Operations in Absolute Value
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4.8 Adding and Subtracting Absolute Value
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4.9 Multiplying and Dividing Absolute Values
Unit 5 - Exponents
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5.1 Introduction to Exponents
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5.2 The Exponent One
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5.3 The Square of a Number
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5.4 The Cube of a Number
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5.5 Expanding Exponential Notation
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5.6 Converting to Exponential Notation
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5.7 Zero Exponents Property for Exponents
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5.8 Product of a Power Property for Exponents
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5.9 Quotient of a Power Property for Exponents
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5.10 Power of a Power Property for Exponents
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5.11 Distributive Property of Exponents
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5.12 Addition and Subtraction of Powers
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5.13 Applying Multiple Rules of Exponents
Unit 6 - Negative Exponents
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6.1 Negative Exponent Property for Exponents
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6.2 Rewriting Negative Exponents
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6.3 Converting to Negative Exponents
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6.4 Multiplication Rule with Negative Exponents
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6.5 Division Rule with Negative Exponents
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6.6 Power Rule with Negative Exponents
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6.7 Scientific Notation
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6.8 Converting to Scientific Notation
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6.9 From Scientific Notation to Standard Form
Unit 7 - Radicals
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7.1 Introduction to Roots
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7.2 Square Roots
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7.3 Taking a Root
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7.4 Taking a Partial Root
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7.5 Simplifying Radicals with Perfect Squares
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7.6 Simplifying Radicals with Prime Factorization
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7.7 Taking Odd Roots of Negative Numbers
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7.8 Taking Even Roots of Negative Numbers
Unit 8 - Rational Exponents and Radicals
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8.1 Fractional Exponents
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8.2 Roots and Fractional Exponents
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8.3 Rewriting Fractional Exponents
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8.4 Converting to Fractional Exponent Form
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8.5 Multiplication Rule with Fractional Exponents
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8.6 Division Rule with Fractional Exponents
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8.7 Power Rule with Fractional Exponents