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-tan^2(x)+sec^2(x)=1 Someone help me verify please!
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Break this up into sines and cosines using the simplest identities you know. For example, \[\Large \sec(x)=\frac{1}{\cos(x)}\]
Does tan=sin/cos?
yes
yes
So I would get -(sin(x))/cos(x)+1/cos(x)=1 ???
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Wow! This is a Pythagorean identity that is usually demonstrated geometrically. So I am waiting with bated breath for the answer.
Simplified to give me -sinx+1/cosx, which is equivalent to cosx/cosx thanks to the 1st Pythagorean identity =1 !!!
Thanks guys!
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