any math people out there

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Just for future reference, Google will do a lot of calculations for you...you just have to know all of the tricks. I have BeerSmith and I still use google for conversions.

For example, type in the search bar: 1 ounce to percent pounds
...you will get: 1 ounce = 6.25 percent pounds

Pretty cool stuff, once you get used to it.
 
I think to "check the math" you want to multiple 6.25% * 16 oz.: 0.0625 * 16 oz = 1 oz.

damn, homebrewdad beat me to it.
 
Just for you:
Find the integral of (t + 7t^2)^1/3 dt

Show your work!

:)

Nerd sniping. I was ready to do up a LaTex document and everything.

nerd_sniping.png
 
Even Google seems stumped on that one:confused:

You're going to need more than google for this one...

Matlab wont even chew through something like, symbolically at least.

*EDIT* Just checked, matlab can't do it.
 
You're going to need more than google for this one...

Matlab wont even chew through something like, symbolically at least.

*EDIT* Just checked, matlab can't do it.

I'm sure the solution must be in one of those massive tables generated by the Russians on one of their math farms.
 
You're going to need more than google for this one...

Matlab wont even chew through something like, symbolically at least.

*EDIT* Just checked, matlab can't do it.

I suppose I should admit that I didn't pick that one at random. Found it in Richard Feynman's "Tips on Physics", page22: "...for example, (t + 7t^2)^1/3 is not possible to integrate in an easy fashion,..."

Feynman doesn't give the solution, and I certainly don't know it.
 
The indefinite integral of (t + 7t^2)^1/3 dt = 3t(7t+1)^1/3((7t+1)^1/3*(14t+1)-2F1(1/3,2/3;4/3;-7t))/(70*(7t+1)^1/3) + constant

where 2F1(a, b, c; x) is the hypergeometric function.

edit: Weirdboy, that's a very interesting site that I swear I have never heard of :D
 
Wolframalpha is mind blowing stuff, especially because its free. Definitely helped me on some homework my last few years of college.
 
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