\(1 + \tan^2\theta = \)
A. \(\csc^2\theta\)
B. \(\cot^2\theta\)
C. \(\sec^2\theta\)
D. \(\cos^2\theta\)
A. \(\csc^2\theta\)
B. \(\cot^2\theta\)
C. \(\sec^2\theta\)
D. \(\cos^2\theta\)
Best answer
Answer: C. \(\sec^2\theta\)
Dividing \(\sin^2\theta + \cos^2\theta = 1\) by \(\cos^2\theta\) gives \(\tan^2\theta + 1 = \sec^2\theta\).
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