6th grade (Eureka Math Squared-aligned)

1 Jars of jelly beans Free 4 video(s) ● 2 Introduction to ratios Free 3 Ratios and tape diagrams Free 4 Exploring ratios by making batches 🔒 Pro 6 Equivalent ratios 🔒 Pro 7 Ratio tables and double number lines 🔒 Pro 9 Graphs of ratio relationships 🔒 Pro 10 Addition patterns in ratio relationships 🔒 Pro 11 Multiplication patterns in ratio relationships 🔒 Pro 12 Multiplicative reasoning in ratio relationships 🔒 Pro 13 Applications of ratio reasoning 🔒 Pro 14 Multiple ratio relationships 🔒 Pro 16 Comparing ratio relationships, part 1 🔒 Pro 17 Comparing ratio relationships, part 2 🔒 Pro 18 The value of the ratio 🔒 Pro 19 Speed 🔒 Pro 20 Rates 🔒 Pro 21 Comparing rates 🔒 Pro 22 Using rates to convert units 🔒 Pro 23 Solving rate problems 🔒 Pro 24 Solving multi-step rate problems 🔒 Pro 26 Introduction to percents 🔒 Pro 27 Finding the percent 🔒 Pro 28 Finding a part 🔒 Pro 29 Finding the whole 🔒 Pro 30 Solving percent problems 🔒 Pro 26 Statistics: Unit test 🔒 Pro

1 Factors and multiples 🔒 Pro 2 Divisibility 🔒 Pro 4 The greatest common factor 🔒 Pro 5 The least common multiple 🔒 Pro 6 The Euclidean algorithm (optional) 🔒 Pro 1 video(s) 8 Dividing a whole number by a fraction 🔒 Pro 9 Dividing a fraction by a whole number 🔒 Pro 11 Dividing fractions by making common denominators 🔒 Pro 12 Dividing fractions by using tape diagrams 🔒 Pro 13 Dividing fractions by using the invert and multiply strategy 🔒 Pro 14 Applications of fraction division 🔒 Pro 15 Fraction operations in a real-world situation 🔒 Pro 17 Decimal addition and subtraction 🔒 Pro 18 Patterns in multiplying decimals 🔒 Pro 19 Decimal multiplication 🔒 Pro 20 Applications of decimal operations 🔒 Pro 22 Partial quotients 🔒 Pro 23 The standard division algorithm 🔒 Pro 24 Expressing quotients as decimals 🔒 Pro 25 Real-world division problems 🔒 Pro 27 Dividing a decimal by a whole number 🔒 Pro 28 Dividing a decimal by a decimal greater than 1 🔒 Pro 29 Dividing a decimal by a decimal less than 1 🔒 Pro 30 Living on Mars 🔒 Pro

1 Positive and negative numbers 🔒 Pro 1 video(s) 2 Integers 🔒 Pro 3 Rational numbers 🔒 Pro 5 Rational numbers in real-world situations 🔒 Pro 6 Comparing rational numbers 🔒 Pro 7 Ordering rational numbers 🔒 Pro 9 Absolute value 🔒 Pro 10 Absolute value and order 🔒 Pro 11 Interpreting order and distance in real-world situations 🔒 Pro 13 The four quadrants of the coordinate plane 🔒 Pro 14 Plotting points in the coordinate plane 🔒 Pro 15 Reflections in the coordinate plane 🔒 Pro 16 Constructing the coordinate plane 🔒 Pro 1 video(s) 18 Modeling with the coordinate plane 🔒 Pro 19 Distance in the coordinate plane 🔒 Pro 20 Figures in the coordinate plane 🔒 Pro 21 Problem solving with the coordinate plane 🔒 Pro

1 Expressions with addition and subtraction 🔒 Pro 2 Expressions with multiplication and division 🔒 Pro 4 Exploring exponents 🔒 Pro 5 Evaluating expressions with exponents 🔒 Pro 7 Exploring order of operations 🔒 Pro 8 Order of operations 🔒 Pro 1 video(s) 9 Algebraic expressions with addition and subtraction 🔒 Pro 10 Algebraic expressions with addition, subtraction, multiplication, and division 🔒 Pro 12 Addition and subtraction expressions from real-world situations 🔒 Pro 13 Multiplication and division expressions from real-world situations 🔒 Pro 14 Modeling real-world situations with expressions 🔒 Pro 15 Applying properties to multiplication and division expressions 🔒 Pro 16 The distributive property 🔒 Pro 18 Using the distributive property to factor expressions 🔒 Pro 19 Combining like terms by using the distributive property 🔒 Pro 21 Equivalent algebraic expressions 🔒 Pro 22 Equations and solutions 🔒 Pro 24 Inequalities and solutions 🔒 Pro 26 Solving equations with addition and subtraction 🔒 Pro 28 Solving equations with multiplication and division 🔒 Pro 30 Solving problems with equations 🔒 Pro 32 Relationship between two variables 🔒 Pro 33 Graphs of ratio relationships 🔒 Pro 34 Graphs of non–ratio relationships 🔒 Pro

1 The area of a parallelogram 🔒 Pro 3 The area of a right triangle 🔒 Pro 4 The area of a triangle 🔒 Pro 5 Areas of triangles in real-world situations 🔒 Pro 7 Perimeter and area in the coordinate plane 🔒 Pro 8 Problem solving with area in the coordinate plane 🔒 Pro 9 Areas of trapezoids and other polygons 🔒 Pro 10 Areas of composite figures in real-world situations 🔒 Pro 12 Properties of solids 🔒 Pro 13 Discovering nets of solids 🔒 Pro 14 Constructing nets of solids 🔒 Pro 15 From nets to surface area 🔒 Pro 16 Surface area in real-world situations 🔒 Pro 17 Designing a box 🔒 Pro 19 Exploring volume 🔒 Pro 20 Applying volume formulas 🔒 Pro 21 Problem solving with volume 🔒 Pro 22 Volumes of composite solids 🔒 Pro 1 video(s) 23 Volume and surface area in real-world situations 🔒 Pro

1 Posing statistical questions 🔒 Pro 2 Describing a data distribution 🔒 Pro 3 Creating a dot plot 🔒 Pro 4 Creating a histogram 🔒 Pro 5 Comparing data displays 🔒 Pro 6 Selecting a data display 🔒 Pro 8 Using the mean to describe the center 🔒 Pro 9 The mean as a balance point 🔒 Pro 10 Variability in a data distribution 🔒 Pro 11 The mean absolute deviation 🔒 Pro 12 Using the mean and mean absolute deviation 🔒 Pro 14 Using the median to describe the center 🔒 Pro 15 Using the interquartile range to describe variability 🔒 Pro 16 Using a box plot to summarize a distribution 🔒 Pro 17 More practice with box plots 🔒 Pro 19 Interpreting box plots 🔒 Pro 20 Developing a statistical project 🔒 Pro 21 Connecting graphical representations and summary measures 🔒 Pro 22 Comparing data distributions 🔒 Pro 23 Choosing a measure of center 🔒 Pro 24 Comparing measures of variability 🔒 Pro