itex happyby turin Tags: None 

#1
Mar1112, 11:46 PM

HW Helper
P: 2,327

I've noticed that people in the advanced physics homework help forum are quite itex happy. Unfortunately, my browser (Firefox 3.8.6) isn't rendering it, so I just see a mess of commands and control characters. Any suggestions (such as a browser setting)?
Also, are the html entities still favored over fullblown inline tex, whenever possible? 



#2
Mar1112, 11:53 PM

PF Gold
P: 1,153

Do you have JavaScript enabled?
Now that PF uses MathJax, there really isn't the bandwidth reason to favor HTML symbols over TeX. 



#3
Mar1212, 12:15 AM

Mentor
P: 11,230

Is there some reason you can't upgrade to the current version of Firefox which is 10.0.2 (at least under Mac OS)?




#4
Mar1212, 01:11 AM

HW Helper
P: 2,327

itex happy
Version 10 already! The version I'm using came bundled in Ubuntu Lucid Lynx less than two years ago. I tend to shy away from upgrading, but the version number increase seems exponential. I wonder if there are two different developments of Firefox, one for Mac and one for humble people :)~
(I shy away from Javascript as well, because it seems to emphasize mouse over keyboard. So that explains my issue, which is certainly nothing new, just disappointing.) Anyway, thanks for the replies, y'all. 



#5
Mar1212, 04:28 AM

Emeritus
Sci Advisor
PF Gold
P: 8,991

You will need javascript though. It's annoying that Firefox doesn't allow us to have javascript disabled except for sites on a list of exceptions. I would like that, because there are sites that use javascript to show popup ads. 



#6
Mar1212, 05:45 AM

Sci Advisor
HW Helper
Thanks
P: 26,167





#7
Mar1212, 06:00 AM

PF Gold
P: 728





#8
Mar1212, 08:51 AM

PF Gold
P: 1,153

You should be able to upgrade to FF10 in Lucid. 



#9
Mar1312, 10:04 PM

P: 605




Register to reply 
Related Discussions  
Prove [itex]C[a,b][/itex] a closed linear subspace of [itex]L^{\infty}[a,b][/itex]  Calculus & Beyond Homework  1  
Proofs, [itex]\exists[/itex] x [itex]\in[/itex] (1, [itex]\infty[/itex]) such that...  Calculus & Beyond Homework  6  
Show seq. [itex] x_n [/itex] with [itex] x_{n+1}  x_n < \epsilon [/itex] is Cauchy  Calculus & Beyond Homework  2  
Relations between coefficient and exponent of Proth prime [itex]k\cdot 2^n+1[/itex]?  Linear & Abstract Algebra  2  
False statement proven by induction? [itex]n \geq a \Rightarrow n! \geq a^n[/itex]  General Math  5 