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location Houston, TX
age 32
visits member for 4 years
seen Dec 3 at 7:35

Dec
3
comment Is it possible to simulate a floor() function with elementary arithmetic?
@bfred.it: That doesn't necessarily break it. How did you test? Can you link me a fiddle or something I can meddle with a little? Because when I try, the browser seems to be rounding everything to the nearest px.
Dec
2
comment Is it possible to simulate a floor() function with elementary arithmetic?
@bfred.it: See gammatester's answer to see how to induce rounding.
Dec
2
comment Is it possible to simulate a floor() function with elementary arithmetic?
But actual arithmetic implementations also have discontinuities.
Oct
28
comment Uniform White Noise
I think there is a mistake in this answer. $E[x_s x_t]=0$, $s \neq t$ is a much weaker property than independence. Independence requires that $P(x_t) = P(x_t | x_s)$, doesn't it?
Aug
29
comment Is the Complex Conjugate the Only Way to Get a Real Number?
@snulty: The complex number's inverse is a real multiple of its conjugate.
Jul
28
comment Why is it that if I count years from 2011 to 2014 as intervals I get 3 years, but if I count each year separately I get 4 years?
@egreg: $10$ is the correct answer, if you plant the first tree $5$m from the end. $11$ won't fit in $100$m, they need at minimum $100$m + $d$, with $d$ being the diameter of one tree. You could make a case for $9$, though...
Jun
1
comment How many possible game boards(game states) of tic tac toe n x n is possible?
@Yoda: May it be assumed that the first player uses X?
Jun
1
comment How many possible game boards(game states) of tic tac toe n x n is possible?
@benh: No, this includes games in progress, the other only includes completed games. Also, the OEIS sequence appear to distinguish between different paths, this question only considers the state.
Jun
1
comment Why do we drop the abolute value bars when doing indefinite integration?
@alexqwx: Both. You've chosen $$A_1 = e^C$$ and they have chosen $$A_2 = \pm e^C$$. Either one is valid.
Jun
1
comment Why do we drop the abolute value bars when doing indefinite integration?
No, putting sin in the exponent is not "fixed". You still are making $$|y| = A \sin x$$, but it is not
May
6
comment calculate the angles of a triangle?
Shouldn't this be tagged trigonometry and not calculus?
Apr
25
comment Solving limit without L'Hôpital
Choosing the negative root is equally valid, and soon simplifies to the same result.
Apr
25
comment Does 17% have to be equal to 0.17?
Many of these comments are confusing $17\% x \not\equiv 0.17$ (correct) with $17\% x \neq 0.17$ (conditionally true)
Apr
3
comment Can a coin with an unknown bias be treated as fair?
@ShreevatsaR: At least on other SE network sites it's accepted to use the answer area for comments which are either long, formatted, or contain images. Provided, of course, that one begins by "I would have made this a comment but couldn't because _____"
Mar
20
comment Are continuous functions monotonic for very small ranges?
@IttayWeiss: Any given trajectory is $B(t) : \mathbb{R} \rightarrow \mathbb{R}$. The domain is time, which is a real number, and the result is position, also a real number.
Mar
20
comment Are continuous functions monotonic for very small ranges?
@IttayWeiss: It's a function of time. Or a probability space which is a function of time.
Mar
13
awarded  Yearling
Mar
13
answered A beautiful identity of $\sin(x)$
Mar
13
comment A beautiful identity of $\sin(x)$
Some major typos in your proof... the term (sin(x)cos(y)−sin(x)cos(y)) is just zero. Second to last line has mismatched parentheses. I presume you did this right on paper and made a mistake typing it in?
Feb
15
comment Is this trig step correct?
It is not true that $\sin^{-1}(\sin(x)) = x \quad \forall x$.