The student will: a) investigate and describe the concept of negative exponents for powers of ten; b) compare and order numbers greater than zero written in scientific notation; c) compare and order rational numbers; d) determine square roots of perfect squares; and e) identify and describe absolute value of rational numbers.
Convert Scientific Notation
Multiplication Up to 1000
Multiply Decimals Up to 20 Times Factors of 10
Division with Decimals
Square Roots of Perfect Squares
Absolute Value and Opposite Integers
Integer Inequalities with Absolute Values
Proportional Relationships
Find the Proportional Relationship
Find Slope from Two Points
Find the Slope of a Graph
Constant Rate of Change
Write a Rule for a Function Table
Algebra: Linear Function
Find the Constant of Variation
Find the Constant of Variation with Tables
Algebra: Linear Function with Intercepts
Find Slope from an Equation
Multiply Numbers Up to 1000 Ending in Zeros
The student will: a) determine the slope, m, as rate of change in a proportional relationship between two quantities and write an equation in the form y = mx to represent the relationship; b) graph a line representing a proportional relationship between two quantities given the slope and an ordered pair, or given the equation in y = mx form where m represents the slope as rate of change; c) determine the y-intercept, b, in an additive relationship between two quantities and write an equation in the form y = x + b to represent the relationship; d) graph a line representing an additive relationship between two quantities given the y- intercept and an ordered pair, or given the equation in the form y = x + b, where b represents the y-intercept; and e) make connections between and among representations of a proportional or additive relationship between two quantities using verbal descriptions, tables, equations, and graphs.
The student will evaluate algebraic expressions for given replacement values of the variables.
The student will solve two-step linear equations in one variable, including practical problems that require the solution of a two-step linear equation in one variable.
Solve One-Step Linear Inequalities
Solving Proportions
Solve Equations Using Properties
Solve Two-Step Linear Equations
Solve One-Step Linear Equations
Solve Equations Involving Like Terms
Perimeter Area and Volume Changes in Scale
Linear Function
Scale Drawings and Scale Factors
Linear Function with Intercepts
Solve One-Step Linear Inequalities
Solutions to Variable Inequalities
Solve Two-Step Linear Inequalities
The student will solve one- and two-step linear inequalities in one variable, including practical problems, involving addition, subtraction, multiplication, and division, and graph the solution on a number line.
The student will solve practical problems involving operations with rational numbers.
The student will solve single-step and multistep practical problems, using proportional reasoning.
Consumer Math: Unit Prices
Divide Fractions and Mixed Numbers Up to 1/16
Unit Rates
Unit Prices with Unit Conversions Up to 20
Unit Prices with Metric Unit Conversions Up to 20
Equivalent Ratios
Equivalent Ratios
Ratios and Proportions
Ratios and Proportions
Identify Proportional Relationships
Constant of Variation
Constant of Variation with Tables
Find the Proportional Relationship
Solving Proportions
Solving Proportions
Unit Prices with Unit Conversions Up to 40
Percent Change
Estimate Percents of Numbers
Percent Equations
Estimate Using Proportions
Percents of Numbers and Money Amounts
Percents of Numbers
Percent Equations
Percent Change
Find the Percent: Tax, Discount
Sale Prices: Find the Original Price
Percents with Multi-Step Problems
Compound Interest
Estimate Tips
Experimental Probability
Simple Interest
Percent of a Number: Tax, Discount, Tip
Making Predictions
Prediction Problems
Unit Prices with Metric Unit Conversions II
The student will: a) describe and determine the volume and surface area of rectangular prisms and cylinders; and b) solve problems, including practical problems, involving the volume and surface area of rectangular prisms and cylinders.
The student will solve problems, including practical problems, involving the relationship between corresponding sides and corresponding angles of similar quadrilaterals and triangles.
Similar Figures: Side Lengths and Angle Measures
Similar Figures and Indirect Measurement
Congruent Figures: Side Lengths and Angle Measures
Area of Complex Figures
Compare Area and Perimeter of Two Figures
Area of Right Triangles
Nets of 3-Dimensional Figures
Volume of Cubes and Rectangular Prisms
Area of Triangles and Trapezoids
Area of Rectangles and Parallelograms
Area and Perimeter
Nets of 3-Dimensional Figures
Volume of Cubes and Rectangular Prisms
Surface Area
The student will: a) compare and contrast quadrilaterals based on their properties; and b) determine unknown side lengths or angle measures of quadrilaterals.
The student will apply translations and reflections of right triangles or rectangles in the coordinate plane.
The student will: a) determine the theoretical and experimental probabilities of an event; and b) investigate and describe the difference between the experimental probability and theoretical probability of an event.
The student, given data in a practical situation, will: a) represent data in a histogram; b) make observations and inferences about data represented in a histogram; and c) compare histograms with the same data represented in stem-and-leaf plots, line plots, and circle graphs.
Interpret Line Graphs
Interpret Pictographs
Stem-And-Leaf Plots
Interpret Circle Graphs
Interpret Bar Graphs
Interpret Double Line Graphs
Interpret Line Plots with Up to 5 Data Points
Choose the Best Graph Type
Interpret Histograms
Interpret Stem and Leaf Plots
Create Frequency Charts