The only complaint that I have is that you can't change the color of the symbols/equations.

[tex]\color{red}\boxed{x=2}[/tex] gives me $\displaystyle \color{red}\boxed{x=2}$ and no color...

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- Jun 18th 2010, 11:22 AMChris L T521
- Jun 18th 2010, 01:06 PMAckbeet
We have the

Wrap [Quote] tags around selected text button, the

Wrap [Code] tags around selected text button, the

Wrap [HTML] tags around selected text button, and the

Wrap [PHP] tags around selected text button.

Any chance we could get back the

Wrap [tex] tags around selected text button? I used that all the time. Also, is there a way, when replying to a post, to default to the Advanced mode? At least, is there a way to default to that page if you're planning on giving us back the [tex] button on that page? I just want to be able to hit reply to a post, and have the Wrap [tex] tags around selected text button available immediately.

That's a nice-to-have. Thanks again for all your hard work! - Jun 18th 2010, 02:23 PMTheCoffeeMachineGood job, guys.
It's not in style, though.

$\displaystyle \prod_{n\ge3}^{n-1}\sum_{n=0}^{\infty}\frac{24^n}{7\sqrt{7}!}\int_{ \pi/3}^{\pi/2} \log \left| \frac{\tan t + \sqrt{7} }{\tan t - \sqrt{7} } \right|dt$

used to look like:

http://latex.codecogs.com/gif.latex?...0%5Cright%7Cdt

I've seen some forums where you have to use '\displaystyle' to generate the style, but it seems not to be working. It would be awesome if we get it always in style by default as it used to be.

EDIT: It's working!

$\displaystyle \displaystyle\prod_{n\ge3}^{n-1}\sum_{n=0}^{\infty}\frac{24^n}{7\sqrt{7}!}\int_{ \pi/3}^{\pi/2} \log \left| \frac{\tan t + \sqrt{7} }{\tan t - \sqrt{7} } \right|dt$ - Jun 18th 2010, 02:32 PMundefined
What doesn't seem to be working?

$\displaystyle \displaystyle{\prod_{n\ge3}^{n-1}\sum_{n=0}^{\infty}\frac{24^n}{7\sqrt{7}!}\int_{ \pi/3}^{\pi/2} \log \left| \frac{\tan t + \sqrt{7} }{\tan t - \sqrt{7} } \right|dt}$

I agree that having \displaystyle{} on by default is desirable.

Edit: Ah you edited your post. Never mind. And I see my braces are unnecessary. - Jun 18th 2010, 03:16 PMralphp
quick syntax test:

$\displaystyle \dot{r}=r(1-r^2)$

$\displaystyle \dot{\theta}=1$

$\displaystyle \int_{r_0}^{r_1}\frac{dr}{r(1-r^2)} = \int_0^{2\pi}dt = 2\pi \Rightarrow r_1$ - Jun 18th 2010, 05:36 PMProve It
$\displaystyle (a + b)^n = \sum_{r = 0}^n{{n\choose{r}}a^{n-r}b^r}$

WOOHOO!!! - Jun 18th 2010, 05:44 PMTheCoffeeMachine
Also, the old posts will be 'out of style' if it's not made on style by default (I've checked some).

Quote:

Edit: Ah you edited your post. Never mind. And I see my braces are unnecessary.

- Jun 21st 2010, 12:00 PMChris11
$ \intsin(x)dx$

- Jun 21st 2010, 12:02 PMChris11
[tex]x^{sin(x)}[\math]

- Jun 21st 2010, 12:04 PMundefined
- Jun 21st 2010, 12:07 PMChris11
$\displaystyle x^2 $

- Jun 21st 2010, 12:11 PMChris11
$\displaystyle \int\int\intx^{sin(x)}dx$

- Jun 21st 2010, 12:13 PMChris11
$\displaystyle 1=0 \Rightarrow 23^n+24^n=25^n$

- Jun 21st 2010, 12:28 PMChris11
$\displaystyle \ointx^{sin(x)}dx$

- Jun 21st 2010, 12:34 PMBacterius
$\displaystyle \int_0^{\infty} \frac{\sin{\left (x^{e} \right ) } + x^3}{2 \pi \left ( \frac{2 + \log_3{(x)}}{x} \right )} \ dx$