[Hourly Lessons] Algebra 2 | Flexible 1-on-1 Online Tutoring with Daisy Sun

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Hi, I’m Daisy! I’m a professional math tutor with over 16 years of experience helping students build strong skills and confidence in Algebra.

✅ Personalized one-on-one lessons
✅ Clear explanations and practical practice problems
✅ Flexible online or in-person sessions in Taipei

How to confidently solve equations and inequalities step by step
How to graph lines and interpret slopes and intercepts
Different methods to write linear equations
Strategies for solving systems of equations
The rules of exponents and operations with polynomials
Basic factoring techniques and how to solve simple quadratics
How to understand and work with functions and data displays

Course Content

Equations and Inequalities
Covers solving, simplifying, and modeling with equations and inequalities.

Properties of real numbers and algebraic expressions
Linear equations and inequalities
Absolute value equations
Formula manipulation and problem solving

Linear Equations and Functions
Explores linear relationships, slopes, and their graphical representations.

Linear Systems and Matrices
Focuses on solving systems of equations and matrix operations.

Quadratic Functions and Factoring
Examines quadratic equations, graphs, and solutions.

Polynomials and Polynomial Functions
Analyzes higher-degree functions and their zeros.

Rational Exponents and Radical Functions
Covers radicals, roots, and their functions.

Exponential and Logarithmic Functions
Explores exponential growth and decay, and logarithmic relationships.

Rational Functions
Investigates rational expressions and their graphs.

Quadratic Relations and Conic Sections
Studies advanced quadratic forms and geometric representations.

Counting Methods and Probability
Introduces discrete mathematics and probability theory.

Data Analysis and Statistics
Covers statistical measures and data interpretation.

Sequences and Series
Explores arithmetic, geometric, and recursive patterns.

Trigonometric Ratios and Functions
Introduces trigonometry through right triangles and radian measure.

Trigonometric Graphs, Identities, and Equations
Expands on trigonometric modeling and relationships.

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What Will You Learn?

Course Content

Equations and Inequalities Covers solving, simplifying, and modeling with equations and inequalities.

Properties of real numbers and algebraic expressions

Linear equations and inequalities

Absolute value equations

Formula manipulation and problem solving

Linear Equations and Functions Explores linear relationships, slopes, and their graphical representations.

Relations, functions, and rate of change

Graphing and writing linear equations

Direct variation and scatter plots

Absolute value and linear inequalities in two variables

Linear Systems and Matrices Focuses on solving systems of equations and matrix operations.

Linear systems by graphing or algebraic methods

Systems in three variables

Matrix operations, determinants, and inverses

Solving systems using matrices

Quadratic Functions and Factoring Examines quadratic equations, graphs, and solutions.

Graphing in standard, vertex, and intercept forms

Solving by factoring, square roots, and quadratic formula

Operations with complex numbers

Writing quadratic models

Polynomials and Polynomial Functions Analyzes higher-degree functions and their zeros.

Polynomial operations and graphs

Factoring and solving polynomial equations

Remainder, factor, and fundamental theorems

Rational zeros and polynomial modeling

Rational Exponents and Radical Functions Covers radicals, roots, and their functions.

Rational exponents and properties

Inverse and radical functions

Graphs of root functions

Solving radical equations

Exponential and Logarithmic Functions Explores exponential growth and decay, and logarithmic relationships.

Graphs of exponential and logarithmic functions

Properties and applications of logarithms

Solving exponential and logarithmic equations

Modeling with exponential and power functions

Rational Functions Investigates rational expressions and their graphs.

Inverse and joint variation

Graphing simple and complex rational functions

Operations and equations with rational expressions

Quadratic Relations and Conic Sections Studies advanced quadratic forms and geometric representations.

Distance, midpoint, and circle equations

Parabolas, ellipses, and hyperbolas

Translations and classifications of conics

Quadratic systems of equations

Counting Methods and Probability Introduces discrete mathematics and probability theory.

Permutations, combinations, and binomial theorem

Basic probability concepts

Disjoint, dependent, and independent events

Binomial distributions

Data Analysis and Statistics Covers statistical measures and data interpretation.

Central tendency and dispersion

Normal distributions and sampling

Two-variable modeling and regression

Sequences and Series Explores arithmetic, geometric, and recursive patterns.

Defining and analyzing sequences

Finite and infinite series

Recursive rules and applications

Trigonometric Ratios and Functions Introduces trigonometry through right triangles and radian measure.

Trigonometric functions of any angle

Inverse trig functions

Law of sines and cosines

Trigonometric Graphs, Identities, and Equations Expands on trigonometric modeling and relationships.

Graphs of sine, cosine, and tangent

Transformations and identities

Solving trig equations

Modeling periodic phenomena