Algebra 1 EOC Sample Questions
All 43 Florida B.E.S.T. benchmarks assessed on the Algebra 1 End-of-Course exam, the one Florida math test students have to pass to graduate. They are grouped into the three categories FDOE scores, which is why the Functions strand is split across two of them and interest problems sit with the quadratics. Open any benchmark for a plain-English summary and 6 real questions with worked explanations.
The Algebra 1 EOC is not the FAST
The End-of-Course exam is given once at the end of the course rather than three times a year, and passing it is a graduation requirement. It is computer-adaptive, so the items get harder or easier as a student answers. A form runs 45 to 50 items in one 160-minute session with a break at the halfway mark, an on-screen scientific calculator is available for the entire test, and the score counts for 30 percent of the course grade. Scores run from 325 to 475, and 400 is Level 3, the passing score.
Expressions, Functions, and Data Analysis
Rational exponents, radicals, reading the parts of an expression, rearranging formulas, function notation, average rate of change, transformations, choosing a model, data displays, margin of error, and two-way tables.
MA.912.NSO.1.1
Rational Exponents and the Laws of Exponents
MA.912.NSO.1.2
Equivalent Algebraic Expressions Using Properties of Exponents
MA.912.NSO.1.4
Adding, Subtracting, Multiplying, and Dividing Radicals
MA.912.AR.1.1
Interpreting the Parts of an Expression or Equation
MA.912.AR.1.2
Rearranging Formulas to Isolate a Quantity
MA.912.F.1.1
Determining the Function Type from an Equation, Graph, or Table
MA.912.F.1.2
Evaluating Functions in Function Notation
MA.912.F.1.3
Average Rate of Change Over an Interval
MA.912.F.1.6
Comparing Key Features of Linear and Nonlinear Functions
MA.912.F.1.8
Choosing the Best Model: Linear, Quadratic, or Exponential
MA.912.F.2.1
Transformations of a Function Graph or Table
MA.912.DP.1.2
Interpreting Data Distributions and Their Displays
MA.912.DP.1.4
Estimating Population Values and Margin of Error
MA.912.DP.3.1
Two-Way Frequency Tables
Linear Relationships
Multi-step equations, writing and graphing lines, parallel and perpendicular slopes, one- and two-variable inequalities, systems of equations and inequalities, constraints and viability, lines of fit, and correlation.
MA.912.AR.2.1
Writing and Solving Multi-Step Linear Equations
MA.912.AR.2.2
Writing a Linear Equation from a Graph, Table, or Description
MA.912.AR.2.3
Equations of Parallel and Perpendicular Lines
MA.912.AR.2.4
Graphing Linear Functions and Their Key Features
MA.912.AR.2.5
Modeling Real-World Problems with Linear Functions
MA.912.AR.2.6
Writing and Solving Linear Inequalities
MA.912.AR.2.7
Writing Two-Variable Linear Inequalities
MA.912.AR.2.8
Graphing the Solution Set of a Two-Variable Inequality
MA.912.AR.9.1
Writing and Solving Systems of Two Linear Equations
MA.912.AR.9.4
Graphing the Solution Set of a System of Inequalities
MA.912.AR.9.6
Constraints as Systems and Viable Solutions
MA.912.F.1.5
Comparing Key Features of Linear Functions
MA.912.DP.2.4
Fitting a Linear Function to Bivariate Data
MA.912.DP.2.6
Strength and Direction of a Correlation
Non-linear Relationships
Polynomial arithmetic and factoring, solving and graphing quadratics, vertex and zeros in context, absolute value equations and graphs, exponential growth and decay, and simple and compound interest.
MA.912.AR.1.3
Adding, Subtracting, and Multiplying Polynomials
MA.912.AR.1.4
Dividing a Polynomial by a Monomial
MA.912.AR.1.7
Factoring Polynomials Over the Real Numbers
MA.912.AR.3.1
Writing and Solving Quadratic Equations
MA.912.AR.3.4
Writing a Quadratic Function from a Graph, Table, or Description
MA.912.AR.3.5
Writing a Quadratic from x-Intercepts and a Point
MA.912.AR.3.6
Vertex and Zeros of a Quadratic in Context
MA.912.AR.3.7
Graphing Quadratic Functions and Their Key Features
MA.912.AR.3.8
Modeling Real-World Problems with Quadratic Functions
MA.912.AR.4.1
Writing and Solving Absolute Value Equations
MA.912.AR.4.3
Graphing Absolute Value Functions and Key Features
MA.912.AR.5.3
Classifying Exponential Growth and Decay
MA.912.AR.5.4
Writing an Exponential Function from a Graph, Table, or Description
MA.912.AR.5.6
Graphing Exponential Functions and Key Features
MA.912.FL.3.2
Simple and Compound Interest
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