Tell me anything you know about. |
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Tell me anything you know about. |
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A coterminal function is one which is exactly the same as another when graphed. |
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[broken link removed]The Dynamics of Segrival[/URL]
Discuss Segrival here
See my other [broken link removed]
SOCAHTOA |
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Last edited by Carôusoul; 12-18-2007 at 12:59 AM.
It's SOH CAH TOA |
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[broken link removed]The Dynamics of Segrival[/URL]
Discuss Segrival here
See my other [broken link removed]
Coterminal is when the degree or radian rests on the same line in terms of the circular angle which it is given. I.E. |
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That's what I was thinking. What's the name for what I was talking about? I think it's cofunction. |
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[broken link removed]The Dynamics of Segrival[/URL]
Discuss Segrival here
See my other [broken link removed]
Not sure...all I know is |
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Don't forget Euler's formula: |
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New problem... |
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Oh I figured it out, turns out all you have to do is realize that sin^4x = (sin^2x)(sin^2x) = (-cot^2x +1)(-cot^2x +1) = cos^4x - 2cos^2x + 1 which is means that since cos^4x - 2cos^2x + 1 = sin^4x, when multiplied by sin, sin(cos^4x - 2cos^2x + 1) becomese sin^5x |
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Please help me with these (any of these) it has been a long time since I went back and did any of these and I seriously need the help. I need it quick too =P. |
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