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CBSE Class 10 Answered

we are given that cos theta+cos square theta=1, then find the value of sin theta+sin square theta?
Asked by Rahul Goel | 11 Sep, 2010, 04:20: PM
answered-by-expert Expert Answer
Let's call the angle A than θ.
cosA + cos2A = 1
cosA + cos2A  -1 = 0
cosA = 1-  cos2A 
cosA = sin2A
The roots of this quadratic equation,
cosA = (-1±√5)/2 = sin2A
sinA = [(-1±√5)/2]1/2
Hence sinA + sin2A = (-1±√5)/2 + [(-1±√5)/2]1/2
regards,
Team,
TopperLearning.
 
 
 
Answered by | 12 Sep, 2010, 09:44: PM

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