X-Factor: Algebra 1 Unlocked
Course Length: Full year course, first semester Credits: 0.50 each semester, 1 total Delivery Mode: Online (Asynchronous with weekly deadlines) Prerequsites:...
Course Length: Full year course, first semester Credits: 0.50 each semester, 1 total Delivery Mode: Online (Asynchronous with weekly deadlines) Prerequsites:...
Algebra 1: Foundations for Problem Solving and
Mathematical Thinking is a foundational high school mathematics course that
introduces students to the language, structure, and power of algebra. As the
gateway to higher-level math and many real-world applications, this course
equips students with the essential tools to understand and manipulate
mathematical relationships, patterns, and models. It builds a bridge between
arithmetic and more advanced math concepts, forming a critical base for success
in courses such as Geometry, Algebra 2, and beyond.
Throughout the course, students will engage deeply with core
algebraic concepts, including variables and expressions, linear equations and
inequalities, systems of equations, exponents, polynomials, factoring,
quadratic equations, and functions. Each unit is designed to develop both
procedural fluency and conceptual understanding, allowing students to not only
perform calculations but also understand why the methods work and how they
apply to real-life situations.
One of the primary goals of Algebra 1 is to help
students see mathematics as a tool for problem-solving and decision-making.
From analyzing the cost of a cell phone plan to modeling the trajectory of a
thrown ball, students will explore a wide range of real-world problems where
algebra provides clarity and structure. These applications help answer the
perennial student question: “When will I ever use this?” By making math
relevant and meaningful, the course encourages deeper engagement and stronger
retention.
Students will start by learning how to translate verbal
expressions into algebraic ones and how to solve linear equations and
inequalities. These foundational skills develop into more advanced
applications, such as solving systems of equations using graphing,
substitution, and elimination methods. Students will also explore exponents and
exponential functions, preparing them to understand rapid growth and decay
processes in fields like finance, science, and technology.
Polynomials and factoring introduce students to more complex
expressions and equations, and serve as the building blocks for understanding
quadratic functions. By the end of the course, students will be able to graph
quadratic functions, identify key features such as vertex and axis of symmetry,
and solve quadratic equations using factoring, completing the square, and the
quadratic formula.
Technology and hands-on learning play an integral
role in Algebra 1. Students will use graphing calculators and digital tools to
explore relationships visually and dynamically. This allows them to experiment,
make predictions, and confirm their reasoning in an interactive way. Hands-on
activities and collaborative group work foster communication, critical
thinking, and real-world mathematical literacy.
Throughout the course, students will also develop mathematical
communication skills. They will learn to explain their reasoning both
verbally and in writing, justify their problem-solving strategies, and critique
the reasoning of others. This emphasis on communication not only strengthens
understanding but also supports the development of logical thinking and
argumentation.
Social-emotional learning (SEL) is also supported through
collaborative problem-solving and classroom discussions, where students
practice persistence, learn from mistakes, and develop confidence in tackling
challenges.
Whether students plan to pursue STEM careers, business, the
arts, or social sciences, Algebra 1 provides a solid mathematical
foundation and nurtures problem-solving confidence. It is a vital step in
developing mathematical literacy, preparing students for a future where
analytical thinking and quantitative reasoning are more important than ever.
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Pre-Algebra or equivalent
• Represent relationships using tables, equations, and graphs
• Solve and graph linear and quadratic equations and inequalities
• Analyze and interpret slope, intercepts, and the meaning of a graph in context
• Factor polynomials and apply those techniques to solve equations
• Use systems of equations to model and solve real-world scenarios
• Communicate mathematical ideas effectively
• Apply algebraic concepts in science, business, and everyday decision-making
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Students
0
language
English
Duration
01h 00mLevel
intermediate
Expiry period
4 Months
Certificate
Yes
Matt Waymack
English
Certificate Course
0 Students
01h 00m
1 Course
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