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Math Formulas and a Calculator

Algebra  1 & 2

Examples of
Algebra 1  Concepts

Basic Operations and Properties

  • Addition, Subtraction, Multiplication, and Division of Algebraic Expressions.

  • Properties of Real Numbers: Commutative, Associative, and Distributive properties.

  • Order of Operations (PEMDAS)

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Expressions and Simplification

  • Algebraic Expressions: Understanding terms, coefficients, and constants.

  • Simplifying Expressions: Combining like terms, expanding, and factoring.

  • Evaluating Expressions: Substituting values for variables.

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Linear Equations

  • Solving one-step, two-step, and multi-step equations

  • Solving for a Variable

  • Applications of Linear Equations (word problems)

  • Equations with Fractions and Decimals

  • Coordinate Plane: Plotting points and graphing lines

  • Slope-intercept Form (y = mx + b)

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Graphing Linear Equations

  • Understanding Functions: Domain, range, and function notation

  • Systems of Equations

  • Solving by Graphing, Substitution, and Elimination

  • Applications of Systems of Equations (word problems)

  • Inequalities

  • Solving and Graphing Linear Inequalities

  • Compound Inequalities

  • Systems of Inequalities​

 

Algebra 1

  • Proficiency in Algebra 1 is fundamental for later studies in geometry, calculus, and other higher-level math subjects.

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  • ​The concepts to the left form the core of most introductory algebra courses, which progressively build students' problem-solving and critical thinking skills.

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  • Our expert Algebra 1 tutors bring Algebra to life and help students  understand real-world applications by employing algebraic expressions, equations, and inequalities.

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Algebra 2

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Examples of
Algebra 2 Concepts

Rational Expressions and Equations

  • Simplifying Rational Expressions

  • Operations with Rational Expressions (addition, subtraction, multiplication, and division)

  • Solving Rational Equations

  • Applications of Rational Equations

Exponents and Exponential Functions

  • Laws of Exponents (Product, Quotient, Power rules)

  • Scientific Notation

  • Exponential Growth and Decay

Logarithms 

  • Understanding Logarithms (inverse of exponentiation)

  • Logarithmic Properties (Product, Quotient, and Power rules)

  • Solving Exponential and Logarithmic Equations

Sequences and Series

  • Arithmetic Sequences: Finding the nth term and sum of terms

  • Geometric Sequences: Finding the nth term and sum of terms

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