GED Math

Comprehensive study of ged math covering fundamental concepts and advanced applications.

Basic Concepts

Algebraic Thinking

What Is Algebra?

Algebra is the language of mathematics that uses symbols and letters to represent numbers. It's about finding unknown values and understanding relationships between quantities.

Variables and Expressions

  • Variable: A symbol (like \( x \) or \( y \)) that stands for a number.
  • Expression: A combination of numbers, variables, and operations.

Solving Equations

Equations have an equal sign and show that two expressions are the same. To solve an equation, isolate the variable.

Example Equation

\( 2x + 3 = 11 \)
Subtract 3 from both sides: \( 2x = 8 \)
Divide by 2: \( x = 4 \)

Patterns and Relationships

Algebra helps you describe patterns, such as sequences, and solve real-world problems, like figuring out how many hours you need to work to reach a savings goal.

Real-Life Applications

Algebra is used in making plans, predicting outcomes, and solving puzzles.

Examples

  • If you earn $10 per hour, how many hours must you work to earn $100?

  • Using \( x \) to represent an unknown age in a logic puzzle.

In a Nutshell

Algebra uses symbols to solve for unknowns and describe relationships.

Key Terms

Variable
A letter or symbol that represents an unknown number.
Equation
A statement that two mathematical expressions are equal.
Algebraic Thinking - GED Math Content | Practice Hub