Trig - Double Angles Questions,

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The discussion revolves around the correct formulation of double angle identities in trigonometry. The original poster initially expressed confusion but later resolved their issues independently. Participants pointed out discrepancies in the double angle identities provided, specifically regarding the cosine formulas. There was a debate over whether the identities were correctly stated or if there were errors in signs. Ultimately, the conversation highlights the importance of accurately applying trigonometric identities.
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Trig - Double Angles Questions, Please Help!

please close, solved all my problems myself...
 
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Double Angle Identities are as follows:
sin2x = 2sinxcosx

cos2x = cos^2x - sin^2x
= 2sin^2x - 1
= 2cos^2x - 1
first off, your double-angle identities are wrong

\cos{2x}=\cos^{2}x-\sin^{2}x

\cos{2x}=2\cos^{2}x-1

\cos{2x}=1-2\sin^{2}x
 
rocophysics said:
first off, your double-angle identities are wrong

\cos{2x}=\cos^{2}x-\sin^{2}x

\cos{2x}=2\cos^{2}x-1

\cos{2x}=1-2\sin^{2}x

what are you talking about? they're exactly the same
 
Macleef said:
what are you talking about? they're exactly the same
your signs are off, i haven't checked your work though
 

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