237 reputation
129
bio website jcl.posterous.com
location Quebec City, Canada
age 29
visits member for 4 years, 1 month
seen Oct 2 at 17:42

Graduate student in computer engineering at Université Laval, Québec, Canada


Sep
23
accepted Element-wise (or pointwise) operations notation?
Sep
23
awarded  Famous Question
Apr
7
awarded  Nice Question
Oct
21
awarded  Nice Question
Jun
20
awarded  Yearling
Nov
30
awarded  Notable Question
Nov
6
awarded  Popular Question
Jun
25
comment Solve $\cos(\theta) + \sin(\theta) = x$ for known $x$, unknown $\theta$?
Wow.. I am ashamed of myself for even asking this question :)
Apr
23
awarded  Popular Question
Oct
14
accepted Is the following trigonometric equation solvable?
Oct
14
comment Is the following trigonometric equation solvable?
Simply beautiful.
Oct
14
revised Is the following trigonometric equation solvable?
added 150 characters in body
Oct
14
comment Is the following trigonometric equation solvable?
I forgot to say that I also know what $f$ is equal to...
Oct
14
asked Is the following trigonometric equation solvable?
Feb
5
awarded  Scholar
Feb
5
revised Solve $\cos(\theta) + \sin(\theta) = x$ for known $x$, unknown $\theta$?
added 23 characters in body
Feb
5
accepted Solve $\cos(\theta) + \sin(\theta) = x$ for known $x$, unknown $\theta$?
Feb
5
revised Solve $\cos(\theta) + \sin(\theta) = x$ for known $x$, unknown $\theta$?
more latex mistakes
Feb
5
comment Solve $\cos(\theta) + \sin(\theta) = x$ for known $x$, unknown $\theta$?
I thought the identity was: $cos(\theta) = sin(\theta + \frac{\pi}{2})$. If I'm not mistaken, that would give me $sin(\theta) + sin(\theta + \frac{\pi}{2}) = x$.
Feb
5
asked Solve $\cos(\theta) + \sin(\theta) = x$ for known $x$, unknown $\theta$?