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                                      Verifying Trigonometric Identities
1.                                                     2.      sin(α)cos(α)               cot(α)
         cot (α)2
                                                                                =
                         − 1 = csc(α)                       cos2(α) − sin2(α)           cot2(α) − 1
       csc(α) − 1




3.                                                     4.     cot(θ)tan(θ)
                         2        2
     cot(w)tan(w) - cos (w) = sin (w)                                         = csc(θ)
                                                                 sin(θ)




5.                                                     6.   cot2(x)(1 - sec2(x)) = -1
            2        2
     (1 - sin (φ))(sec (φ)) = 1

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Verifying Identities2

  • 1. Name: ___________________________ Verifying Trigonometric Identities 1. 2. sin(α)cos(α) cot(α) cot (α)2 = − 1 = csc(α) cos2(α) − sin2(α) cot2(α) − 1 csc(α) − 1 3. 4. cot(θ)tan(θ) 2 2 cot(w)tan(w) - cos (w) = sin (w) = csc(θ) sin(θ) 5. 6. cot2(x)(1 - sec2(x)) = -1 2 2 (1 - sin (φ))(sec (φ)) = 1