b. cotA=Complete the following identities:a. Reciprocal identities:Cossingsin e1cos||tan eb. Periodic Identitiessin (0+cos (0+tan (0+c. Pythagoreansin² 0+1+tan² 0 =) = sin ecot² 0+1== cos 0Deview th= tan 0IdentitiescscLI1seceP'L1cot11= 1 (Equation 1)Now divide Equation 1 by sin²||11csc (0+sec (0+cot (0+=Now divide Equation 1 by cos² to get_) = sec 0csc 0__) = coteto getjuon on n. 25-26. I migl

Answered: Image /qna-images/answer/13788da9-e1cc-4c74-9d82-693e5a92b786.jpg

b. cotA= Cos Complete the following identities: a. Reciprocal identities: sin 1 cos || tan 8 b. Periodic Identities sin (0+ cos(+ sin² 0+ tan (0+ = tan 0 c. Pythagorean Identities ) = sin 0 1+tan² 0 = _) = cos 0 cot² 0+1= csc 1 sec 0 1 cote 11 || 11 csc (0+ sec (0+ cot (0+ Now divide Equation 1 by cos² =csc0 = 1 (Equation 1) Now divide Equation 1 by sin² to get _) = sec 0 _) = cot 8 to get 25-26. I migl

b. cotA= Cos Complete the following identities: a. Reciprocal identities: sin 1 cos || tan 8 b. Periodic Identities sin (0+ cos(+ sin² 0+ tan (0+ = tan 0 c. Pythagorean Identities ) = sin 0 1+tan² 0 = _) = cos 0 cot² 0+1= csc 1 sec 0 1 cote 11 || 11 csc (0+ sec (0+ cot (0+ Now divide Equation 1 by cos² =csc0 = 1 (Equation 1) Now divide Equation 1 by sin² to get _) = sec 0 _) = cot 8 to get 25-26. I migl

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter6: The Trigonometric Functions

Section6.3: Trigonometric Functions Of Real Numbers

Problem 32E

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