98 reputation
8
bio website russjohnson09.wordpress.com
location
age 23
visits member for 2 years, 10 months
seen Apr 4 '13 at 21:36

Currently a student at Grand Valley State University. Studying mathematics and hope to get a job as an actuary after graduating.


Sep
24
awarded  Autobiographer
Jul
2
awarded  Curious
Mar
25
awarded  Popular Question
Nov
11
revised Hasse Digram Leveling
I added the picture for the correct Hasse diagram.
Nov
11
accepted Hasse Digram Leveling
Nov
11
suggested suggested edit on Hasse Digram Leveling
Nov
11
awarded  Editor
Nov
11
comment Hasse Digram Leveling
Okay. I wasn't sure about that. I also added the line by the way.
Nov
11
revised Hasse Digram Leveling
edited body
Nov
11
comment Hasse Digram Leveling
You're right. I was doing the diagram on computer and missed that, but there was a line on the homework and so that is not the problem.
Nov
11
asked Hasse Digram Leveling
Nov
7
accepted Pigeonhole-principle with two choices
Nov
6
answered Pigeonhole-principle with two choices
Nov
5
asked Pigeonhole-principle with two choices
Nov
3
comment Constant velocity of a sine function
So, Wolfram Alpha gives $x(t) = InverseFunction[EllipticE, 1, 2]((c_1-t)/sqrt(2), 1/2)$ as the solution where $c_1$ is an arbitrary constant. I am thinking there is not a simpler solution unfortunately. I honestly am not sure what this solution means.
Nov
3
comment Constant velocity of a sine function
That is exactly what I meant. It has been a while since I have dealt with parametric equations and I didn't actually realize that was what I was trying to do. I should be able to find what $x(t)$ should be equal to from what you just said. I will give my result in the next comment.
Nov
3
revised Constant velocity of a sine function
edited tags
Nov
3
accepted Constant velocity of a sine function
Nov
3
asked Constant velocity of a sine function
Nov
3
comment Defining the movement of an object on a 2-dimensional plane
I was thinking that there will be enough frames per second that I would use the Euler method, although I didn't actually know that was its name until after what you said.