OT - I'm bored, Part 2!

[ritari330]

and for your profile pic x=5

 

[ritari330]

Beat me to it. :p

You rascal!

I beat him!

 

[GagneFire12]

I beat him!

You almost beat him

You just had your numerator and denominator backwards.

 

[Destroydacre]

Beat me to it. :p

You rascal!

hehe


Well I took calculus in college all the way through multi. I'd hope I could still do a little algebra, especially since you know I kinda need to be able to for my job.

Of course I always have my TI handy just in case. :p

 

[GagneFire12]

hehe


Well I took calculus in college all the way through multi. I'd hope I could still do a little algebra, especially since you know I kinda need to be able to for my job.

Of course I always have my TI handy just in case. :p

Heh. Algebra was fun. Back in the good ole days...

 

[ritari330]

You almost beat him

You just had your numerator and denominator backwards.

Oh whatever, I knew what I meant.....

Atleast I get an 'E' for Effort....But that just gets me an F

 

[Darkstone42]

You mathematicians you.

Now, calculate the electric field inside a hollow sphere with a surface charge distribution sigma.

=)

HINT: The flux is equal to the enclosed charge over epsilon naught.

 

[naslundfan19]

Algebra? Really?

 

[ritari330]

Algebra? Really?

no, A Gebra named Al....

 

[Darkstone42]

Algebra? Really?

Yes.

And my most recent question is electrostatics. So there.

 

[GagneFire12]

You mathematicians you.

Now, calculate the electric field inside a hollow sphere with a surface charge distribution sigma.

=)

Can I "google it" instead?

This is not message board product placement. I swear.

 

[ritari330]

no, A Gebra named Al....

I actually had to read this book.....

 

[ritari330]

You mathematicians you.

Now, calculate the electric field inside a hollow sphere with a surface charge distribution sigma.

=)

HINT: \oint_S \mathbf{E} \cdot \mathrm{d}\mathbf{A} = \frac{Q}{\varepsilon_0},

859364512.8955648462136 and a half?

 

[Destroydacre]

You mathematicians you.

Now, calculate the electric field inside a hollow sphere with a surface charge distribution sigma.

=)

HINT: \oint_S \mathbf{E} \cdot \mathrm{d}\mathbf{A} = \frac{Q}{\varepsilon_0},

I was never a big fan of Gauss. I'm certain he has something to do with this.

 

[Darkstone42]

I was never a big fan of Gauss. I'm certain he has something to do with this.

He does. That hint was supposed to be Guass's Law. I wrote it instead.

 

[naslundfan19]

no, A Gebra named Al....

I've never seen a Gebra. What do they look like?


Edit: never mind

 

[Darkstone42]

859364512.8955648462136 and a half?

No...

 

[Darkstone42]

Can I "google it" instead?

This is not message board product placement. I swear.

You may use the search engine of your choice, yes.

 

[Darkstone42]

Oh, and ritari, you did indeed correctly solve my math joke.

 

[Darkstone42]

I also forgot to mention for the electric field problem that there are no charges outside of the sphere. That's very important.