Recent content by greggory
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Undergrad Cor(x,y) function(I don't know if this is useful)
Sorry, I thought the rules said you could bump after 24 hours. I expected a response to say whether it was something interesting, for this is the General Math section. X and Y are the coordinates on the coordinate plane, if I already said that(I might have not though) The rest of the code is...- greggory
- Post #11
- Forum: General Math
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Undergrad Cor(x,y) function(I don't know if this is useful)
Is it suprising that that by increasing the x value by 1, or even any number, would always result in this same pattern? http://img442.imageshack.us/img442/418/newuw.png For any x and y value, you will always get the result of this triangle. Also, depending on the equation you use, the value...- greggory
- Post #9
- Forum: General Math
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Undergrad Cor(x,y) function(I don't know if this is useful)
Is anyone not even visiting this topic? Bump.- greggory
- Post #7
- Forum: General Math
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Undergrad Cor(x,y) function(I don't know if this is useful)
Anyone? I need assistance here.- greggory
- Post #6
- Forum: General Math
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Undergrad Cor(x,y) function(I don't know if this is useful)
bump - Sorry, I really need a response.- greggory
- Post #5
- Forum: General Math
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Undergrad Cor(x,y) function(I don't know if this is useful)
I must have not explained well enough. Sorry about that. Here is the code that loops: x = y / x*10; y = x / y*10; instance_create(x*10,y*10,object0); alarm[0] = 15; //In this code, create a point object that will show the //coordinates of the points. From this image shown...- greggory
- Post #4
- Forum: General Math
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Undergrad Cor(x,y) function(I don't know if this is useful)
So, I was working on computer science homework, and I decided that I would make a sequence, where there would be a coordinate given, such as (4,6), and there would be a given set of expressions, which are x = y/x and y = x/y, then you would repeat this. Now, what got me interested in this is...- greggory
- Thread
- Replies: 10
- Forum: General Math
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Undergrad What Are the Periodic Patterns of Sine Functions in Trigonometry?
Thank you for the explanation. I was wondering why it did that(it was obvious, but any who). But the expression sin(y) + sin(2*pi) / tan(y) does the same thing. Can that be explained?- greggory
- Post #3
- Forum: General Math
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Undergrad What Are the Periodic Patterns of Sine Functions in Trigonometry?
"Waves" of sine expression So, I have been working with a lot of Math today(sorry if I am asking so many questions), and I found and expression. All sine functions use radians. sin(y) + sin(y) / sin(y) Now, assuming you start with 1, if you were to plot y on a graph with variable x...- greggory
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- Expression Sine Waves
- Replies: 4
- Forum: General Math
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Graduate 4 * sin(ϕ * 32)(A new theorem in development)
@Mark44 OH, thank you for the contribution. I never saw that there. Edited.- greggory
- Post #4
- Forum: General Math
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Graduate 4 * sin(ϕ * 32)(A new theorem in development)
So, I was working with a theorem that I had been working on about more properties of a circle, more invisible properties. Here is my work for the theorem. It isn't much, but it is something: http://img6.imageshack.us/img6/8938/theorem.png I noticed that when I did sin of 45, I got the...- greggory
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- Theorem
- Replies: 3
- Forum: General Math
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Finding the lengths of the sides using a given angle
Well, I accidently left out some information. The other angle is 90 degrees, which means that the other angle must be 38.831178435, right? Also, one given side is 25(if I read the problem right this time).- greggory
- Post #4
- Forum: Precalculus Mathematics Homework Help
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Finding the lengths of the sides using a given angle
Homework Statement Well, here is the problem. Assuming that the shape is a triangle, find the lengths of all sides, given one angle is 51.168821565 degrees using the law of sine. sin(51.168821565) = 0.785398161...The Attempt at a Solution I basically tried using the theorems, such as that all...- greggory
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- Angle
- Replies: 3
- Forum: Precalculus Mathematics Homework Help
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Undergrad My Pi Discovery(Reason why 22/7 works)
So, I was working with the Fibonacci sequence this afternoon, and I stumbled onto something that maybe a major discovery to geometry, I don't know if it is or not. So, I began working with the golden spiral, and began drawing it. After drawing it, I noticed you could draw circles and more...- greggory
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- Pi Works
- Replies: 1
- Forum: General Math