
Public learning track
Reciprocal and Inverse Trigonometric Functions: Graphs, Domains, and Inverses
12th Grade · Math · Open Global Math
6 lessons
Goal
Analyze, graph, and evaluate reciprocal trigonometric functions and inverse trigonometric functions under restricted domains.
Featured Diagrams
Domains and Ranges of Reciprocal Trigonometric Functions
6 lessons
0 of 6 done
- 1Domains and Ranges of Reciprocal Trigonometric FunctionsUp nextStart
- 2Graphing Reciprocal Trigonometric Functions with Phase ShiftsPremiumNot started yet
- 3Domains and Ranges of Inverse Trigonometric FunctionsNot started yet
- 4Evaluating Principal Values of Arcsin, Arccos, and ArctanNot started yet
- 5Simplifying Composite Trigonometric and Inverse Trigonometric ExpressionsNot started yet
- 6Solving Equations Involving Inverse Trigonometric FunctionsNot started yet
Curriculum Framework
12th Grade · Math · Open Global Math
1
6 lessons
Circular Trigonometry, Radians, and Rotational Kinematics
Master radian measure, circular sector geometry, unit circle evaluations, and angular-to-linear velocity kinematics.
2
6 lessons
Reciprocal and Inverse Trigonometric Functions: Graphs, Domains, and Inverses
Analyze, graph, and evaluate reciprocal trigonometric functions and inverse trigonometric functions under restricted domains.
3
7 lessons
Analytic Trigonometric Identities and Harmonic Conversions
Construct formal algebraic proofs for fundamental, compound angle, and double angle identities, and convert linear combinations to harmonic forms.
4
7 lessons
Trigonometric Equations and General Solutions
Solve linear, quadratic-type, compound-argument, and harmonic trigonometric equations over restricted intervals and general domains.
5
5 lessons
Geometric Trigonometry: Triangle Laws, Bearings, and Navigation
Solve general non-right triangles using the Law of Sines, Law of Cosines, and area formulas, applying them to complex surveying, bearing, and navigational problems.
6
5 lessons
Small-Angle Approximations and Periodic Physical Modeling
Apply Taylor small-angle approximations to physics equations and fit sinusoidal models to real-world periodic phenomena.