Trigonometry Worksheets |
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Topic or Concept |
Handouts & Worksheets |
Solutions (if available) |
| A picture of the most used angles in trig, in both radian and degree notation | Important angles | |
| Complete the unit circle and find the anlges' sines, cosines, and tangents | Unit Circle Trigonometry | |
| Covers SOH CAH TOA, the unit circle, 30-60-90 triangles, reference angle theorems, and basic identites in detail using exploration | SOH CAH TOA/ unit circles/ 30,60,90 triangles | |
| Explore the values for the sine, cosine, and tangent of angles using the Cartesian coordinates of their terminal sides on the unit circle | Circular Functions: Sine, cosine, and tangent | |
| Create graphs for sine, cosine, and tangent using the Cartesian coordinates of the angles' terminal sides on the unit circle | Graphs of Trig Functions on the xy-plane | |
| Guided practice on verifying trig identities | Verifying Trig Identities (labeled with old book section) | |
| Completed proof of the identity sin(a) - sin(b) = 2sin((a-b)/2)cos((a+b)/2) | Proof of a trig identity | |
| Investigates the inverse trig functions by first creating the graph by reflecting the original functions; also discusses their domain and range | Inverses of Trigonometric Functions Cosine, Sine, and Tangent | |
| Create your own graphs of the main three trig functions | Graphs of trig functions | |
| Explores transformations of trig functions | Transformations of Trigonometric Graphs | |
| An investigation of the Law of Sines and how a triangle has two possible solutions | Two possible triangles: A deeper look at the law of Sines | |