PreCalculus - Trigonometry: Trig Identities (5 of 57) Verify the Identity: 1

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In this video I will verify the identity (1-sinx)/(1+sinx)=(secx-tanx)^2.
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There should be a Noble prize for exceptional teachers. Or at least a medal.

haimbenavraham
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Michel, you are saving my life with your videos on chemistry, physics, and trig identities. Thank you does not go far enough to express my gratitude.

thomaslowery
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Thank you Mr. van Biezen, this was very helpful. I need lots of practice manipulating identity equations and I hope I'll be a pro at the end of this playlist!

EP-rqpn
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Wow Sir, very nice explanation and I appreciate the video. But, I lost track at 2:40. Can you please elaborate on that? Thanks

MrMakeItRain.
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Your first method would have worked out! Separate the fractions, and continue from there.

mmeixner
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Michael, I "love your videos.' However, I was not aware that a factor of the Pythagorian identity, such as 1/cos (x), could be changed to sec (x), without raising it to the second power. In other words, can we write the identity to read sin (x) +cos (x)= 1 without raising each factor to the second power?

allenofatlanta
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At 3:14 wouldn't writing it as a subtraction within brackets and then squaring change the number? Instead of being 1/ cos^2x, wouldn't it add something extra because of 2ab and make it 1/ cos^2x + 2sinx/cos^2? Thank you!

AG-cxug
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I don't get where the cos (x) came from. I was lost after saying take the product of the two terms. Are you still taking the conjugate of the terms?

blackfoxmp
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That acting when he pretendes to do the unnecessary step :D
Good vid tho

danieldamaskinos
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Why don't you just put up a black curtain in front of the whiteboard and close it from time to time, meanwhile, we'll just listen to your voice because that's exactly what's going on here, your a good instructor but you do your best to frustrate your viewers when you finally move out of the way and we're shocked to see twenty new lines written on the board. There's no continuity, you kill the focus with all the interuptions. I'll check your videos later because you really are good but today I had enought with the interruptions. Thank you.

lillyzegarra
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Sir your language difficult plz speak to hindi

Raghvendrapratapsingh-tvyb