Can anyone explain Trigonometric Identities and how they work?
I understand this http://www.sosmath.com/trig/Trig5/trig5/trig5.html But I'm not sure how it all works. :/ Can anyone give me an example on how Trigonometric Identities work, and why they're used? Thanks! :)
Which ones do you want to be explained?
Just how it all works. I know it sounds stupid, but I don't understand Trigonometric Identities at all.
|dw:1369666099916:dw| do you know what the unit circle is?
That I know! :)
ok woops i put x-axis on both :( but you should start with the simplest ones which are the first ones on your webpage. sin u=1/csc u cos u=1/sec u tan u=1/tan u
i mean tan u=1/cot u
those you can just memorize because secant, cosecant, and cotangent were created just for an easy way to do reciprocals on sines, cosines, and cotangent.
I have those memorized, but It's just, why do we need them?
it's for easy reciprocalizing for harder math
please wait, i need to draw something for pythagorean identities
Ahhhh okay, xD I'll be here! :) Take your time.
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The trig functions are periodic wave functions. They can be used to model tons of different natural phenomena like sound waves. And yah, as rrrr is mentioning, they help us relate angles and side lengths of triangles. fun stuff :D I always find it hard to answer such a question because I'm a math geek. I love love love trig functions. But I hardly ever think about their actual use XD lolol
See, I'm not a Math Geek, so it's harder for me to understand it. :/ But I'm a History Nerd. :P
OHHHHH Rrrr your little drawing thing just made me understand something. o_O
I think it's slowly starting to make sense. Thanks you guys/gals! :)
i'm horrible at history :( youre welcome
i'm trying to solve this problem Given that sin(2θ)=2/3, the value of sin^6(θ)+cos^6(θ) can be written as a/b with a and b coprime positive integers. Find a+b.
you might want to try out brilliant.org it's where this problem came from wait... do you have a facebook?
I don't give out my information, that includes facebook, sorry! :) I'll try it out though.
umm...because if I refer you(send u an email, such) I get extra problems! so yes :)
and you can only sign up with facebook for me to get extra problems :( thats the bad thing about Brilliant is that it's too facebook-related :(
here is the link you don't have to tell me anything :) just sign up it's a math and physics website, really fun, you can earn points to get good stuff such as t-shirts!!! http://brilliant.org/invite/bON5EL2PjmSUt/
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