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Simplify the following expression. sec^2x + sin^2x - tan^2x + cos^2x -2 0 1 2
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just pythagorean identities \(\Large \sin^2x+\cos^2x =1 \\ \Large \sec^2x -\tan^2x =1\)
sec^2x + sin^2x - tan^2x + cos^2x = (sec^2x - tan^2x) + (sin^2x + cos^2x) =...
@hartnn 2??
absolutely :)
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