Verifying a Trigonometric Identity In Exercises 9–18, verify the identity. tan x cot x 10. 9. tan t cot t = 1 sec x cos x 11. (1 + sin a)(1 – sin a) = cos? a 12. cos? ß – sin? ß = 2 cos² ß – 1 13. cos? ß – sin?ß = 1 – 2 sin² ß 14. sin? α- sin" α-cos" α-cosα 15. tan( - 0) tan 0 = 1 16. sin[(7/2) – x] cos[(1/2) – x] = tan x 17. sin t ese( - 1)- 18. sec y – cor( - >) = tan t y = 1
Verifying a Trigonometric Identity In Exercises 9–18, verify the identity. tan x cot x 10. 9. tan t cot t = 1 sec x cos x 11. (1 + sin a)(1 – sin a) = cos? a 12. cos? ß – sin? ß = 2 cos² ß – 1 13. cos? ß – sin?ß = 1 – 2 sin² ß 14. sin? α- sin" α-cos" α-cosα 15. tan( - 0) tan 0 = 1 16. sin[(7/2) – x] cos[(1/2) – x] = tan x 17. sin t ese( - 1)- 18. sec y – cor( - >) = tan t y = 1
Verifying a Trigonometric Identity In Exercises 9–18, verify the identity. tan x cot x 10. 9. tan t cot t = 1 sec x cos x 11. (1 + sin a)(1 – sin a) = cos? a 12. cos? ß – sin? ß = 2 cos² ß – 1 13. cos? ß – sin?ß = 1 – 2 sin² ß 14. sin? α- sin" α-cos" α-cosα 15. tan( - 0) tan 0 = 1 16. sin[(7/2) – x] cos[(1/2) – x] = tan x 17. sin t ese( - 1)- 18. sec y – cor( - >) = tan t y = 1
Verifying a Trigonometric Identity In Exercises 9–18, verify the identity.
Equations that give the relation between different trigonometric functions and are true for any value of the variable for the domain. There are six trigonometric functions: sine, cosine, tangent, cotangent, secant, and cosecant.
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