PreCalculus Digital Pack

Students should start at their individual level of mastery. While concepts are reviewed continuously throughout the Math-U-See Curriculum, it is important that previously presented concepts have prepared a solid foundation. Please read the information below and use the placement tools provided to determine which level best meets the needs of your student. 

Your student may be ready for PreCalculus if they have:

• Successfully completed Algebra 1, Geometry, and Algebra 2 courses.
  
  

Math-U-See placement tools are designed to help ensure proper initial placement and will give you a clear indication if your student is ready for PreCalculus.

Placement Tool for Individual Users

Placement Tools for Classroom Users

PreCalculus Lesson Titles

• Lesson 01: Introduction to Trigonometry
• Lesson 02: Inverse Trigonometric Ratios
• Lesson 03: Interpreting the Trigonometry Tables
• Lesson 04: Using the Trig. Table to Solve for the Unknown
• Lesson 05: Using a Calculator and Arc Functions
• Lesson 06: Angles of Elevation and Depression
• Lesson 07: Angles Less Than 0°, Greater Than 360°, and Reference Angles
• Lesson 08: Cofunctions; Negative Angle Relationships
• Lesson 09: Proving Trigonometric Identities
• Lesson 10: Verifying Trig. Expressions and Identities
• Lesson 11: Sum and Difference Identities: Cosine, Sine, and Tangent
• Lesson 12: The Double-Angle and Half-Angle Identities
• Lesson 13: Law of Sines
• Lesson 14: Law of Cosines
• Lesson 15: Radian Measure
• Lesson 16: Polar Coordinates and Rectangular Coordinates
• Lesson 17: Polar Equations and Polar Graphs
• Lesson 18: Vectors
• Lesson 19: Functions: Relation, Domain, and Range
• Lesson 20: Composite Functions
• Lesson 21: Logarithms
• Lesson 22: Natural Exponential and Logarithm Functions
• Lesson 23: Graphing Sine and Cosine Functions
• Lesson 24: Graphing the Cosecant and Secant
• Lesson 25: Graphing the Tangent and Cotangent
• Lesson 26: Arithmetic Sequences and Series
• Lesson 27: Geometric Sequences and Series
• Lesson 28: Equations with Radicals and Absolute Value
• Lesson 29: Inequalities with Absolute Value and Radicals
• Lesson 30: Limits
• Appendix A: Pythagorean Theorem
• Appendix B: Special Triangles (45° -45°-90°; 30°-60°-90°)