Florida 8th Grade Math Curriculum

Florida 8th Grade Math: Full Curriculum Overview

Florida's 8th grade math curriculum follows the B.E.S.T. Standards for Mathematics, covering a wide range of topics that bridge middle school concepts and high school algebra. StudyPug provides video lessons and practice problems for every standard, so students can keep up with class, catch up on missed material, or get ahead.

Number Systems and Exponents

Students begin by extending their understanding of rational numbers to include irrational numbers within the real number system. They learn to plot, order, and compare rational and irrational numbers in various forms. The unit on exponents builds on prior knowledge of the Laws of Exponents, extending them to integer exponents and monomial bases.

• Irrational numbers and the real number system
• Comparing and ordering rational and irrational numbers
• Laws of Exponents with integer exponents
• Scientific notation for very large and very small quantities
• Operations with numbers in scientific notation
• Real-world problems using scientific notation

Expressions and Equations

8th grade algebra introduces multi-step linear equations, two-step linear inequalities, and problems involving square roots and cube roots. Students also work with algebraic expressions, applying properties of operations to multiply linear expressions and factor common monomials.

• Order of operations with rational numbers, exponents, and radicals
• Equivalent algebraic expressions using Laws of Exponents
• Multiplying two linear expressions with rational coefficients
• Factoring expressions with a common monomial factor
• Solving multi-step linear equations in one variable
• Solving two-step linear inequalities and graphing solutions
• Solving equations in the form x² = p and x³ = q

Linear Relationships and Systems of Equations

A major focus of 8th grade math is understanding linear relationships. Students determine slope from tables, graphs, and written descriptions, write equations in slope-intercept form, and graph linear equations. They also solve systems of two linear equations using substitution and elimination.

• Proportional vs. non-proportional linear relationships
• Finding slope from tables, graphs, and descriptions
• Writing equations in slope-intercept form
• Graphing linear equations in slope-intercept form
• Solving problems involving linear equations in two variables
• Determining solutions to systems of two linear equations
• Solving systems algebraically using substitution and elimination

Functions

Students are introduced to the concept of functions — determining whether a relationship is a function from ordered pairs, tables, graphs, or mapping diagrams. They also identify linear functions and analyze real-world functional relationships to determine where a function is increasing, decreasing, or constant.

Geometry: Pythagorean Theorem, Angles, and Transformations

The geometry strand covers the Pythagorean Theorem, angle relationships, triangle properties, and transformations. Students apply the Pythagorean Theorem to find unknown side lengths and distances on a coordinate plane, and they explore how transformations affect two-dimensional figures.

• Pythagorean Theorem for unknown side lengths
• Distance between two points on a coordinate plane
• Triangle Inequality Theorem
• Supplementary, complementary, vertical, and adjacent angles
• Interior and exterior angles of triangles
• Sum of interior angles of regular polygons
• Single transformations: identifying and describing
• Dilations and scale factors
• Similar triangles and proportional relationships

Data Analysis and Probability

Students collect, display, and analyze bivariate numerical data using scatter plots and line graphs. They describe patterns of association and informally fit lines to scatter plots with linear associations. The probability unit covers sample spaces, theoretical probability, and real-world problems involving single and repeated experiments.

• Constructing scatter plots and line graphs
• Describing patterns of association in scatter plots
• Informally fitting a line to a linear scatter plot
• Sample spaces for repeated experiments
• Theoretical probability for repeated experiments
• Real-world probability problems

How StudyPug Supports Florida 8th Grade Math Students

StudyPug's 8th grade math content is built around Florida's B.E.S.T. Standards for Mathematics. Every video lesson targets a specific standard, and practice problems are designed to match the types of questions students see in class and on the FAST assessment. Students can work at their own pace — rewatching lessons, practicing problem sets, and building confidence topic by topic.