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    1. #1
      Emotionally unsatisfied. Sandform's Avatar
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      Tell me about trigonometric functions

      Tell me anything you know about.

      Radian and degree measure

      Trigonometric functions: (unit Circle)

      Right triangle Trigonometry

      Trigonometric Functions of any angle

      Graphs of sine and Cosine Functions

      Graphs of Other trigonometric Functions

      I am just interested in it, I've already taken trigonometry, but it takes me a bit to get back into the groove heh.

      I actually know alot about all of this, hehe but incase there are things I forgot I wanna know what others think are important from what they remember.

    2. #2
      When the ink runs out... Kushna Mufeed's Avatar
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      A coterminal function is one which is exactly the same as another when graphed.
      e.g. sinA = cos(A - pi/2)
      No wait...coterminal is the wrong word. I've gone blank on the right one.

      Quote Originally Posted by Jeff777 View Post
      I am not sorry or empathetic whatsoever for saying that I believe the world would be much better off without people like you in it. Have a great fucking day.
      [broken link removed]The Dynamics of Segrival[/URL]
      Discuss Segrival here
      See my other [broken link removed]

    3. #3
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      SOCAHTOA


      All I ever needed for low level British maths.
      Last edited by Carôusoul; 12-18-2007 at 12:59 AM.

    4. #4
      When the ink runs out... Kushna Mufeed's Avatar
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      It's SOH CAH TOA

      Quote Originally Posted by Jeff777 View Post
      I am not sorry or empathetic whatsoever for saying that I believe the world would be much better off without people like you in it. Have a great fucking day.
      [broken link removed]The Dynamics of Segrival[/URL]
      Discuss Segrival here
      See my other [broken link removed]

    5. #5
      Emotionally unsatisfied. Sandform's Avatar
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      Quote Originally Posted by Kushna Mufeed View Post
      A coterminal function is one which is exactly the same as another when graphed.
      e.g. sinA = cos(A - pi/2)
      No wait...coterminal is the wrong word. I've gone blank on the right one.
      Coterminal is when the degree or radian rests on the same line in terms of the circular angle which it is given. I.E.

      75degree's coterminals are -285, +435, +795, - 645 etc...and then if you want them in radians just multiply them by Pi/180.

      Which is what I think you were saying hehe.

    6. #6
      When the ink runs out... Kushna Mufeed's Avatar
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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.

      Oh yeah!
      pi/180 radians = 1 degree
      180 degrees/pi = 1 radian

      Quote Originally Posted by Jeff777 View Post
      I am not sorry or empathetic whatsoever for saying that I believe the world would be much better off without people like you in it. Have a great fucking day.
      [broken link removed]The Dynamics of Segrival[/URL]
      Discuss Segrival here
      See my other [broken link removed]

    7. #7
      Emotionally unsatisfied. Sandform's Avatar
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      Not sure...all I know is

      Sine = Cosecant
      secant = Cosine
      Tangent = Cotanget

      each one on the opposite side of the = sine is reverse on the division line. r/t = t/r

      Hehe had to edit after you edited, aye what you said is right.

    8. #8
      On the woad to wuin R.D.735's Avatar
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      Don't forget Euler's formula:


    9. #9
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      New problem...

      sinx(1 - 2(cos^2)x + (Cos^4)x) = (sin^5)x meanwhile i'll be trying to figure it out myself heh.

    10. #10
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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

    11. #11
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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.


      find the inverse of x/(x+3)

      Find all real and imaginary zeros of f(x) = x^3 + x^2 + 13x - 15 given that 1 is a zero of the function.

      find the inverse of 3x+2

      Find the range of the function f(x) = 3^(x+9) + 4

      State the domain of the function f(x) = log(3)(x-4)

      List the exact amplitude period and horizontal shift of y = 2tan(pix+3)

      amplitdue period horizontal shift and vertical shift of y = 2cos[3x-pi/2] + 4

      find exact value of vertical asymptotes for 0 < theta < for the function y = cot(3theta)

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