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in Trigonometry by (32.3k points)
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A solution of the equation cos2 x + sin x + 1 = 0, lies in the interval 

A. (- \(\frac{π}4\), \(\frac{π}4\)

B. (\(\frac{π}4\), \(\frac{3π}4\)

C. (\(\frac{3π}4\), \(\frac{5π}4\)

D. (\(\frac{5π}4\), \(\frac{7π}4\))

1 Answer

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by (32.2k points)
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Best answer

1 - sin2x + sin x +1 = 0 

sin2x - sin x - 2 = 0 

sin x = - 1 

x = \(\frac{3π}2\)

Option D

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