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Analytic Trigonometry
The document discusses analytical trigonometry, focusing on fundamental identities, including basic trig, reciprocal, quotient, and Pythagorean identities. It emphasizes the importance of these identities in proving equations and simplifying expressions. The content is structured around a series of vocabulary identities that hold true for all or specific values of variables.
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Analytic Trigonometry
- 1. Analytical Trigonometry FundamentalIdentities
- 2. Intro vs ComputationalTheory/Proof
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- 4. Vocabulary Identity: True for all values of the variable
- 5. Vocabulary Identity: True for all values of the variable Equation:
- 6. Vocabulary Identity: True for all values of the variable Equation: True for specific value(s) of the variable
- 7. Identities Basic TrigIdentities Reciprocal Identities
- 8. Identities Basic TrigIdentities Reciprocal Identities
- 9. Identities Basic TrigIdentities Reciprocal Identities Quotient Identities
- 10. Identities Basic TrigIdentities Reciprocal Identities Quotient Identities
- 11. Identities Pythagorean Identities
- 12. Identities Pythagorean Identities
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- 16. Simplify the expression: ANSWER:
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- 22. Simplify the expression: ANSWER: