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C.7.8 - Percent Equation
Math 055 - Dr. Masaros
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200 видео с канала:
Math 055 - Dr. Masaros
C.7.8 - Percent Equation
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C.6.1 - Independent and Dependent Quantities
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C.6.3 - Unit Rate
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C.6.2 - Rate of Change
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C.6.4 - Unit Rate Equation
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C.6.5 - Unit Price
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C.6.6 - Speed
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C.7.3 - Percent Change Problems: Basic
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C.7.4 - Percent Change Problems: Intermediate
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C.7.2 - Introduction to Percent Change
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C.7.1 - Signed Change and Final Value
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C.7.5 - Percent Change Problems: Advanced
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C.6.3 - Base Given Implicitly
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C.6.1 - Approaching a Percent Application
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C.6.4 - Common Application: Commission
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C.6.2 - More Complex Stories
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C.7.7 - Writing a Mixed Number as a Percent
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C.7.5 - Writing a Percent as a Decimal
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C.7.6 - Writing a Decimal as a Percent
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C.7.4 - Writing a Fraction as a Percent
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C.7.3 - Writing a Percent as a Fraction
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C.7.2 - The Phrase "Percent Of"
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C.7.1 - Introduction to Percent
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C.5.4 - Checking Whether Quantities are Proportional
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C.2.4 - Rates and Unit Rates
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C.5.5 - Writing a Proportion from a Story
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C.5.2 - Ways of Describing Rations
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C.5.3 - Simplifying Ratios
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C.5.1 - Understanding Ratios and Proportional Quantities
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C.4.1 - Introduction to Complex Fractions
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C.4.4 - Introduction to Proportions
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C.4.3 - Simplifying Complex Fractions by Multiplying
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C.4.5 - Solving Proportions
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C.1.7 - Rounding to a Given Denominator
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C.4.6 - Writing with a Given Denominator
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C.4.2 - Simplifying Complex Fractions by Dividing
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A.1.8 - Rounding to a Given Place
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A.1.9 - Rounding to a Number of Digits
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A.1.7 - Skip Counting
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C.3.3 - Dividing Signed Numbers
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C.3.2 - Multiplying Signed Numbers
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C.3.4 - Signed Numbers and Fractions
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C.3.1 - Multiplying Signed Numbers with Opposite Sign
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C.2.4 - Subtracting Signed Numbers
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C.2.1 - Introduction to Signed Arithmetic
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C.2.5 - The Notion of Inverse
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C.2.3 - Adding Signed Numbers: Procedure
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C.2.6 - Signed Difference
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C.2.2 - Adding Signed Numbers
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C.1.1 - Extending the Number Line
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C.1.5 - The Opposite of a Number
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C.1.4 - The Absolute Vaule
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C.1.2 - Comparing Signed Numbers
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C.1.3 - How Signed Numbers are Used
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3.5.6 - Percent Change: Type 3
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3.5.3 - Approaching a Percent Change Problem
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3.5.2 - Percent Change and Final Percent
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3.5.5 - Percent Change: Type 2
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3.5.4 - Percent Change: Type 1
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3.5.7 - Percent Change: Type 4
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3.5.1 - Introducing Percent Change
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3.4.5 - Writing Numbers as Percents
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3.4.1 - Understanding Percent
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3.4.4 - Writing Percents as Numbers
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3.4.2 - Proportion and Percent
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3.4.3 - Adding and Subtracting Percents
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3.3.8 - Conversions Between Systems
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3.1.1 - Introduction to Unit Conversions
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3.3.6 - Introduction to the Metric System
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3.3.2 - Dimensional Analysis for Conversions
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3.3.5 - Multi Step Conversions
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3.3.10 - Unit Conversion in Proportions
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3.3.9 - Unit Conversion in Ratios
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3.3.3 - Unit Conversions: US System
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3.3.4 - Mixed Units
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3.3.7 - Conversions Within the Metric System
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3.2.4 - Solving Proportions
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3.2.2 - Identifying True Proportions
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3.2.3 - Two Quantities are Proportional
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3.2.6 - Application: Using Rates
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3.2.5 - Application: Proportional Quantities
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3.2.1 - What is a proportion?
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3.1.4 - What is a rate?
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3.1.6 - Application: Unit Price
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3.1.5 - Unit Rates
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3.1.7 - Application: Speed
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3.1.2 - Simplifying a Ratio
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3.1.1 - What is a ratio?
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3.1.3 - Ratios and Units of Measure
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B.11.8 - Decimal Division: Rounding
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B.11.7 - Division with Trailing Zeros
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B.11.5 - Repeating Decimals
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B.11.6 - Dividing By a Decimal
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B.9.7 - Another Perspective on Decimals
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B.9.8 - Rounding Decimals
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B.11.4 - Using Division to Convert to a Decimal
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B.11.2 - Dividing a Decimal by a Whole Number
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B.11.3 - Dividing a Decimal by a Whole Number: Complications
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B.5.1 - Dividing Fractions: Reverse Multiplication
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B.11.1 - Dividing Decimal Fractions?
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B.5.2 - Properties of the Reciprocal
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B.10.5 - Dividing Decimal Fractions by Powers of 10
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B.8.3 - Dividing Mixed Numbers
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B.8.2 - Checking Fraction Multiplication
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B.4.2 - Multiply and Simplify
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B.4.1 - Multiplying Fractions
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B.10.3 - Multiplying Decimal Fractions
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B.5.7 - Fractions and Exponents
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B.8.1 - Multiplying Mixed Numbers
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B.10.4 - Multiplying Decimal Factions by Powers of 10
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B.7.3 - Subtracting Mixed Numbers
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B.7.2 - Adding Mixed Numbers with Carry
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B.7.1 - Adding Mixed Numbers
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B.10.7 - Mixed Operations, Option 2: Decimal Notation
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B.7.4 - Subtracting Mixed Numbers with Borrowing
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B.10.6 - Mixed Operations, Option 1: Fraction Notation
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B.10.1 - Adding Decimal Fractions
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B.10.2 - Subtracting Decimal Fractions
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B.9.5 - Writing Fractions as Decimals
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B.3.4 - Subtracting Unlike Fractions
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B.3.1 - Adding Like Fractions
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B.6.5 - Rounding to the Nearest Whole Number
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B.3.2 - Adding Unlike Fractions
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B.3.3 - Subtracting Like Fractions
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B.3.5 - Subtracting a Fraction from One
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B.2.6 - Using Equivalent Fractions to Compare
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B.9.2 - Simplifying a Decimal Fraction
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B.6.2 - Writing a Fraction as a Mixed Number
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B.6.4 - Comparing Mixed Numbers
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B.9.6 - Comparing Decimal Fractions
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2.3.11 - Writing a Fraction as a Decimal Fraction
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B.9.4 - Writing a Decimal Fraction in Lowest Terms
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B.9.3 - Decimal Mixed Numbers
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B.6.3 - Writing a Mixed Number as a Fraction
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B.2.5 - Fractions and Division
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B.2.4 - Lowest Terms
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B.2.3 - Writing with Like Denominators
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B.2.2 - Writing with a Given Denominator
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B.2.1 - Writing Equivalent Fractions
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B.1.1 - Fractions on a Number Line
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B.1.3 - Comparing Fractions
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B.1.2 - Equivalent Fractions
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B.1.5 - Fraction of a Whole
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B.9.1 - Decimal Fractions
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B.6.1 - Mixed Numbers
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B.1.4 - Proper vs. Improper
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A.7.2 - Finding All Factors
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A.7.4 - Prime Factorization
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A.7.3 - What is a Prime Number
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A.7.1 - Factors and Multiples
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A.7.7 - Common Multiples
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A.7.8 - Least Common Multiple Using Primes
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A.7.5 - Multiples of Small Primes
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A.7.6 - Common Factors
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A.4.14 - Exponents
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A.6.4 - Order of Operations, Finale
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A.6.7 - Square Root of a Power of Ten
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A.6.6 - Estimating Square Roots
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A.4.15 - Zero and One
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A.4.16 - Powers of Ten
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A.6.5 - The Square Root
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A.5.10 - Division: Standard Algorithm, part 2
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A.5.2 - Properties of Division
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A.5.13 - Application: Finding the Average
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A.5.8 - Division Using Partial Quotients
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A.5.1 - What is Division?
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A.5.4 - Division as Reverse Multiplication
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A.5.11 - Checking Division by Multiplication
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A.5.12 - Checking Division by Estimated Multiplication
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A.5.7 - Dividing by 10, 100, 1000...
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A.5.5 - Using a Multiplication Table for Division
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A.5.9 - Division: Standard Algorithm, part 1
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A.5.3 - Order of Operations, Part 4
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A.5.6 - Division with Remainder
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A.4.5 - Using a Multiplication Table
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A.4.11 - Multiplication: Standard Algorithm
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A.4.9 - Multiplication: Area Method
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A.4.7 - Multiplying with One Nonzero Digit
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A.4.12 - Multiplying with Trailing Zeros
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A.4.10 - Multiplication: Standard Algorithm
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A.4.4 - Properties of Multiplication
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A.4.3 - Order of Operations, Part 3
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A.4.6 - Multiplying by 10, 100, 1000
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A.4.2 - Area Model for Multiplication
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A.4.13 - Checking Multiplication by Estimating
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A.4.1 - What is Multiplication?
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A.4.8 - Area Model and Expanded Form
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A.3.9 - Check Subtraction by Estimating
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A.3.2 - Order of Operations, Part 2
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A.3.4 - Subtraction as Reverse Addition
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A.3.6 - Multi-Digit Subtraction
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A.3.1 - What is Subtraction?
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A.3.8 - Borrowing with Zeros
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A.3.5 - Using an Addition Table for Subtraction
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A.3.3 - Properties of Subtraction
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A.3.7 - Multi-Digit Subtraction: Complications
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A.3.10 - Checking Subtraction with Addition
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A.3.11 - Checking Addition with Subtraction
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A.2.3 - Properties of Addition
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A.2.9 - Check Addition by Estimating
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Канал: Math 055 - Dr. Masaros
C.7.8 - Percent Equation
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C.6.1 - Independent and Dependent Quantities
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C.6.3 - Unit Rate
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C.6.2 - Rate of Change
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C.6.4 - Unit Rate Equation
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C.6.5 - Unit Price
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C.6.6 - Speed
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C.7.3 - Percent Change Problems: Basic
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C.7.4 - Percent Change Problems: Intermediate
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C.7.2 - Introduction to Percent Change
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C.7.1 - Signed Change and Final Value
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C.7.5 - Percent Change Problems: Advanced
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C.6.3 - Base Given Implicitly
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C.6.1 - Approaching a Percent Application
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C.6.4 - Common Application: Commission
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C.6.2 - More Complex Stories
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C.7.7 - Writing a Mixed Number as a Percent
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C.7.5 - Writing a Percent as a Decimal
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C.7.6 - Writing a Decimal as a Percent
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C.7.4 - Writing a Fraction as a Percent
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C.7.3 - Writing a Percent as a Fraction
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C.7.2 - The Phrase "Percent Of"
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C.7.1 - Introduction to Percent
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C.5.4 - Checking Whether Quantities are Proportional
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C.2.4 - Rates and Unit Rates
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C.5.5 - Writing a Proportion from a Story
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C.5.2 - Ways of Describing Rations
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C.5.3 - Simplifying Ratios
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C.5.1 - Understanding Ratios and Proportional Quantities
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C.4.1 - Introduction to Complex Fractions
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C.4.4 - Introduction to Proportions
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C.4.3 - Simplifying Complex Fractions by Multiplying
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C.4.5 - Solving Proportions
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C.1.7 - Rounding to a Given Denominator
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C.4.6 - Writing with a Given Denominator
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C.4.2 - Simplifying Complex Fractions by Dividing
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A.1.8 - Rounding to a Given Place
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A.1.9 - Rounding to a Number of Digits
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A.1.7 - Skip Counting
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C.3.3 - Dividing Signed Numbers
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C.3.2 - Multiplying Signed Numbers
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C.3.4 - Signed Numbers and Fractions
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C.3.1 - Multiplying Signed Numbers with Opposite Sign
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C.2.4 - Subtracting Signed Numbers
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C.2.1 - Introduction to Signed Arithmetic
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C.2.5 - The Notion of Inverse
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C.2.3 - Adding Signed Numbers: Procedure
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C.2.6 - Signed Difference
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C.2.2 - Adding Signed Numbers
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C.1.1 - Extending the Number Line
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C.1.5 - The Opposite of a Number
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C.1.4 - The Absolute Vaule
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C.1.2 - Comparing Signed Numbers
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C.1.3 - How Signed Numbers are Used
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3.5.6 - Percent Change: Type 3
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3.5.3 - Approaching a Percent Change Problem
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3.5.2 - Percent Change and Final Percent
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3.5.5 - Percent Change: Type 2
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3.5.4 - Percent Change: Type 1
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3.5.7 - Percent Change: Type 4
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3.5.1 - Introducing Percent Change
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3.4.5 - Writing Numbers as Percents
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3.4.1 - Understanding Percent
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3.4.4 - Writing Percents as Numbers
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3.4.2 - Proportion and Percent
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3.4.3 - Adding and Subtracting Percents
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3.3.8 - Conversions Between Systems
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3.1.1 - Introduction to Unit Conversions
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3.3.6 - Introduction to the Metric System
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3.3.2 - Dimensional Analysis for Conversions
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3.3.5 - Multi Step Conversions
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3.3.10 - Unit Conversion in Proportions
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3.3.9 - Unit Conversion in Ratios
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3.3.3 - Unit Conversions: US System
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3.3.4 - Mixed Units
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3.3.7 - Conversions Within the Metric System
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3.2.4 - Solving Proportions
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3.2.2 - Identifying True Proportions
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3.2.3 - Two Quantities are Proportional
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3.2.6 - Application: Using Rates
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3.2.5 - Application: Proportional Quantities
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3.2.1 - What is a proportion?
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3.1.4 - What is a rate?
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3.1.6 - Application: Unit Price
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3.1.5 - Unit Rates
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3.1.7 - Application: Speed
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3.1.2 - Simplifying a Ratio
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3.1.1 - What is a ratio?
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3.1.3 - Ratios and Units of Measure
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B.11.8 - Decimal Division: Rounding
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B.11.7 - Division with Trailing Zeros
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B.11.5 - Repeating Decimals
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B.11.6 - Dividing By a Decimal
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B.9.7 - Another Perspective on Decimals
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B.9.8 - Rounding Decimals
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B.11.4 - Using Division to Convert to a Decimal
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B.11.2 - Dividing a Decimal by a Whole Number
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B.11.3 - Dividing a Decimal by a Whole Number: Complications
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B.5.1 - Dividing Fractions: Reverse Multiplication
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B.11.1 - Dividing Decimal Fractions?
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B.5.2 - Properties of the Reciprocal
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B.10.5 - Dividing Decimal Fractions by Powers of 10
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B.8.3 - Dividing Mixed Numbers
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B.8.2 - Checking Fraction Multiplication
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B.4.2 - Multiply and Simplify
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B.4.1 - Multiplying Fractions
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B.10.3 - Multiplying Decimal Fractions
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B.5.7 - Fractions and Exponents
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B.8.1 - Multiplying Mixed Numbers
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B.10.4 - Multiplying Decimal Factions by Powers of 10
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B.7.3 - Subtracting Mixed Numbers
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B.7.2 - Adding Mixed Numbers with Carry
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B.7.1 - Adding Mixed Numbers
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B.10.7 - Mixed Operations, Option 2: Decimal Notation
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B.7.4 - Subtracting Mixed Numbers with Borrowing
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B.10.6 - Mixed Operations, Option 1: Fraction Notation
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B.10.1 - Adding Decimal Fractions
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B.10.2 - Subtracting Decimal Fractions
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B.9.5 - Writing Fractions as Decimals
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B.3.4 - Subtracting Unlike Fractions
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B.3.1 - Adding Like Fractions
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B.6.5 - Rounding to the Nearest Whole Number
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B.3.2 - Adding Unlike Fractions
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B.3.3 - Subtracting Like Fractions
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B.3.5 - Subtracting a Fraction from One
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B.2.6 - Using Equivalent Fractions to Compare
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B.9.2 - Simplifying a Decimal Fraction
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B.6.2 - Writing a Fraction as a Mixed Number
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B.6.4 - Comparing Mixed Numbers
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B.9.6 - Comparing Decimal Fractions
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2.3.11 - Writing a Fraction as a Decimal Fraction
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B.9.4 - Writing a Decimal Fraction in Lowest Terms
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B.9.3 - Decimal Mixed Numbers
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B.6.3 - Writing a Mixed Number as a Fraction
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B.2.5 - Fractions and Division
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B.2.4 - Lowest Terms
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B.2.3 - Writing with Like Denominators
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B.2.2 - Writing with a Given Denominator
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B.2.1 - Writing Equivalent Fractions
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B.1.1 - Fractions on a Number Line
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B.1.3 - Comparing Fractions
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B.1.2 - Equivalent Fractions
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B.1.5 - Fraction of a Whole
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B.9.1 - Decimal Fractions
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B.6.1 - Mixed Numbers
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B.1.4 - Proper vs. Improper
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A.7.2 - Finding All Factors
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A.7.4 - Prime Factorization
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A.7.3 - What is a Prime Number
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A.7.1 - Factors and Multiples
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A.7.7 - Common Multiples
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A.7.8 - Least Common Multiple Using Primes
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A.7.5 - Multiples of Small Primes
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A.7.6 - Common Factors
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A.4.14 - Exponents
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A.6.4 - Order of Operations, Finale
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A.6.7 - Square Root of a Power of Ten
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A.6.6 - Estimating Square Roots
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A.4.15 - Zero and One
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A.4.16 - Powers of Ten
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A.6.5 - The Square Root
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A.5.10 - Division: Standard Algorithm, part 2
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A.5.2 - Properties of Division
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A.5.13 - Application: Finding the Average
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A.5.8 - Division Using Partial Quotients
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A.5.1 - What is Division?
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A.5.4 - Division as Reverse Multiplication
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A.5.11 - Checking Division by Multiplication
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A.5.12 - Checking Division by Estimated Multiplication
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A.5.7 - Dividing by 10, 100, 1000...
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A.5.5 - Using a Multiplication Table for Division
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A.5.9 - Division: Standard Algorithm, part 1
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A.5.3 - Order of Operations, Part 4
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A.5.6 - Division with Remainder
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A.4.5 - Using a Multiplication Table
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A.4.11 - Multiplication: Standard Algorithm
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A.4.9 - Multiplication: Area Method
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A.4.7 - Multiplying with One Nonzero Digit
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A.4.12 - Multiplying with Trailing Zeros
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A.4.10 - Multiplication: Standard Algorithm
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A.4.4 - Properties of Multiplication
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A.4.3 - Order of Operations, Part 3
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A.4.6 - Multiplying by 10, 100, 1000
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A.4.2 - Area Model for Multiplication
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A.4.13 - Checking Multiplication by Estimating
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A.4.1 - What is Multiplication?
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A.4.8 - Area Model and Expanded Form
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A.3.9 - Check Subtraction by Estimating
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A.3.2 - Order of Operations, Part 2
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A.3.4 - Subtraction as Reverse Addition
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A.3.6 - Multi-Digit Subtraction
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A.3.1 - What is Subtraction?
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A.3.8 - Borrowing with Zeros
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A.3.5 - Using an Addition Table for Subtraction
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A.3.3 - Properties of Subtraction
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A.3.7 - Multi-Digit Subtraction: Complications
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A.3.10 - Checking Subtraction with Addition
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A.3.11 - Checking Addition with Subtraction
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A.2.3 - Properties of Addition
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A.2.9 - Check Addition by Estimating
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