My newest project project is the T-Grapher series. Watch how the computer graphs whatever you want.
Past Version(s)
Version 0.0.1 - released, includes the basic equation option
Version 0.0.5 - updated. New feature - Line Graph
Version 0.0.6 - Space to restart, added music, made black background to have it stand out more
Current version
Version 0.0.7 - Added Bar graphs!
Last edited by Paddle2See (2012-03-27 19:24:54)
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Luke121 wrote:
Are parabolas eventually going to be added?
What about sin, cos, tan, sec, csc, and cot graphing functionality?
I don't know what parabolas are, It already has sin, cos, and tan, and I have absolutely no idea what sec, csc, and cot are.
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TorbyFork234 wrote:
Luke121 wrote:
Are parabolas eventually going to be added?
What about sin, cos, tan, sec, csc, and cot graphing functionality?I don't know what parabolas are, It already has sin, cos, and tan, and I have absolutely no idea what sec, csc, and cot are.
I like graphing! I'll check out your project in a bit.
sec (full name: secant), csc (cosecant), cot (cotangent) are lesser-used trigonometric functions. They are the reciprocals of the more common sin, cos, tan.
secant = 1 / cosine
cosecant = 1 / sine
cotangent = 1 / tangent
Wikipedia has a nice table summarizing them all over here
Parabolas are functions of the form y = ax^2 + bx + c
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Paddle2See wrote:
TorbyFork234 wrote:
Luke121 wrote:
Are parabolas eventually going to be added?
What about sin, cos, tan, sec, csc, and cot graphing functionality?I don't know what parabolas are, It already has sin, cos, and tan, and I have absolutely no idea what sec, csc, and cot are.
I like graphing! I'll check out your project in a bit.
sec (full name: secant), csc (cosecant), cot (cotangent) are lesser-used trigonometric functions. They are the reciprocals of the more common sin, cos, tan.
secant = 1 / cosine
cosecant = 1 / sine
cotangent = 1 / tangent
Wikipedia has a nice table summarizing them all over here
Parabolas are functions of the form y = ax^2 + bx + c
Thanks for explaining it Paddle2See!
@Luke121 it seems like you can already use them, you just have to put in the 1/sinx to be cosecant. And if Parabolas are just this formula
y=ax^2+bx+c
You can replace the variables with numbers that you want and be like this
y=7*2*7*2+9*2+8
So I probably won't add those in since you can do it manually. But to help with using them, I am going to add parentheses in a few updates.
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It's nice, but a bit basic.
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ProgramCAT wrote:
It's nice, but a bit basic.
Thanks! The reason that it's basic is because it's still in it's beta form. I made this topic to show my project and to get suggestions from people.
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New update!
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Paddle2See wrote:
sec (full name: secant), csc (cosecant), cot (cotangent) are lesser-used trigonometric functions. They are the reciprocals of the more common sin, cos, tan.
secant = 1 / cosine
cosecant = 1 / sine
cotangent = 1 / tangent
Hmmm, I know them as sin (sine) cos (cosine) and tan (tangent). The reciprocals to me are sin to the power of -1, cos to the power of -1 and tan to the power of -1. Probably because I'm English :P
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BritishBadger wrote:
Paddle2See wrote:
sec (full name: secant), csc (cosecant), cot (cotangent) are lesser-used trigonometric functions. They are the reciprocals of the more common sin, cos, tan.
secant = 1 / cosine
cosecant = 1 / sine
cotangent = 1 / tangentHmmm, I know them as sin (sine) cos (cosine) and tan (tangent). The reciprocals to me are sin to the power of -1, cos to the power of -1 and tan to the power of -1. Probably because I'm English
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I believe you're thinking of the inverse trigonometric functions. sin-1(x) is also written arcsin(x) or asin(x) in Scratch. The inverse trig functions "undo" trig normal trig functions, so sin-1(sin(x)) = x. cosecant, secant, and cotangent are different.
Last edited by amcerbu (2012-04-25 16:21:16)
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