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Prepare for More Advanced Math

Integrated Math 3 brings together advanced algebra, functions, trigonometry, logarithms, rational functions, probability, and mathematical modeling. Tutree helps students understand complex relationships, strengthen their problem-solving skills, and approach advanced math with greater confidence.

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Exploring Advanced Mathematical Relationships

Integrated Math 3 builds on earlier math skills by introducing more advanced relationships between functions, equations, graphs, and mathematical models. Tutree helps students work through these ideas with clear explanations and focused practice.

Student studying advanced functions and equations
Student applying advanced mathematical concepts

Work With Functions & Equations

Students explore how different functions behave and how advanced equations can be solved.

  • ✓ Analyze polynomial behavior
  • ✓ Explore logarithmic functions
  • ✓ Solve rational equations
  • ✓ Transform different functions
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Apply Math to New Situations

Students use mathematical tools to explore trigonometry, probability, data, and real-world models.

  • ✓ Apply trigonometric relationships
  • ✓ Build mathematical models
  • ✓ Study probability patterns
  • ✓ Analyze data and distributions
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Advanced Math Connections

Student exploring mathematical relationships

Explore Relationships

Understand how different mathematical concepts connect and interact.

Student recognizing math patterns

Recognize Patterns

Identify patterns and relationships across functions, graphs, and equations.

Student applying mathematical methods

Apply Methods

Use appropriate mathematical methods to work through challenging problems.

Student working independently on a math problem

Build Independence

Review solutions, trust your reasoning, and approach new problems more independently.

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Explore Integrated Math 3

Build advanced skills across polynomials, logarithms, functions, equations, trigonometry, modeling, probability, statistics, and rational functions.

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Integrated Math 3

  • Polynomial Arithmetic
  • Polynomial Factorization
  • Polynomial Division
  • Polynomial Graphs
  • Logarithms
  • Transformations of Functions
  • Equations
  • Trigonometry
  • Mathematical Modeling
  • Study Design
  • Binomial Probability
  • Normal Distributions
  • Rational Functions
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Progress Through Advanced Math

Build stronger Integrated Math 3 skills across advanced functions, equations, trigonometry, and mathematical modeling.

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Journey to Excellence Hill
Student practicing polynomial mathematics
Polynomial Skills

Work with polynomial operations and graphs.

Student studying logarithmic functions
Logarithms & Functions

Explore logarithms and function transformations.

Student solving advanced equations
Advanced Equations

Solve rational, radical, and quadratic equations.

Student studying trigonometry
Trigonometric Thinking

Study triangles, angles, radians, and trigonometric functions.

Student working with mathematical models
Modeling & Data

Use functions and data to build mathematical models.

Student studying probability and rational functions
Probability & Rational Functions

Explore probability, distributions, and rational relationships.

A Clearer Way to Learn Advanced Math

Student understanding an advanced math concept
Understand Clearly

Build a clear understanding before solving problems.

Student practicing advanced math
Practice Step by Step

Work through examples with focused guidance.

Student reviewing a math solution
Review and Improve

Identify mistakes and improve the approach.

Student applying advanced math skills
Apply New Skills

Use stronger strategies with new problems.

Quality Education Made Affordable

Personalized learning, expert tutors, and flexible

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Frequently Asked Questions

Everything you need to know about our program.

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Yes. Tutors can provide focused support for difficult concepts and give students additional practice where needed.
Yes. Students can bring specific homework questions or difficult problems for additional guidance.
Yes. Tutors can help students review important topics, practice problems, and strengthen areas that need more attention.
Yes. Tutors can help students review their work, identify common mistakes, and develop more careful problem-solving habits.
Yes. Students work with polynomial operations, factoring, division, zeros, graphs, end behavior, and average rate of change.
Yes. The curriculum includes logarithmic functions, properties of logarithms, the natural logarithm, change of base, and solving equations with logarithms.
Yes. Students study the unit circle, radians, special angles, trigonometric graphs, identities, the laws of sines and cosines, and sinusoidal models.
Yes. Students explore function combinations, interpreting features of functions, manipulating formulas, and modeling with two or more variables.
Yes. Regular support and personalized guidance can help students stay engaged while working through more challenging concepts.
Yes. Tutoring can provide additional practice and explanation to help students reinforce what they are learning in class.