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-tan^2 (x) + sec^2 (x) = 1
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Are we supposed to prove this?
Yes
-tan^2x+1+tan^2x =1
Well then, I suggest you start with the well known Pythagorean identity.... \[\Large \sin^2(x) + \cos^2(x) = 1\]
sec^2x can be written as 1+tan^2x and t
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both the negative na positiv tab^2 x gets cancelled
or draw a triangle and use pythagoras theorem.
@madrockz so how would it look like , I'm more of a visual learner
lets not use pythagorean identity to prove a pythagorean identity...
draw a triangle, right angles label its sides and angles
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right angled triangle*
Oh I see now ,thanks everyone
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