Bank of Batteries ?

Well, no. You'd need to understand what was being discussed, and it's obvious that that's not happening.

AlwaysWrong, as usual. A cell is the business part of a battery. You buy batteries, not cells. Though, Dimmy, you belong in one.

I wasn't talking about your sentence, you stupid twit.

Idiot. It is not a statement, of fact or otherwise, when it ends with "are you". Nice try though, twit.

You are wrong again, as usual, KeithTard. A cell is a sub-component of a battery, and a battery is a series or parallel grouping of two or more cells.

Stupid as usual, eh Dimbulb? You really are MassivelyWrong, always.

Then you should have written your comment under whatever you /were/ responding to. But that might be a bit tricky for you.

You're really not very bright. It was fun for an hour or two, but I'm busy now. Goodbye!

Hi P!

I missed u!! I finished my English class. Guess what? We were given two more books to read!!! These r my marks -- I got A+ Thank you for ur help!!!

My marks on test & quiz.

Last week when I was doing my lab test --- electronic class. Professor said "for G-d sake use an "acid battery" with pot circuit -- wasn't happy when students were usig 1k pot with 30V!!!! We were suppose to create two circuits on breadboard. Series Parallel Circuits, and Magnetic circuits.

He has always used word "battery" to meant a single cell dc source.

This is a scanned copy of my last lab work -- one of the question came in our lab test.

Battery means = one cell -- one AA, or AAA source

Batteries means = pack of cells two or more AA or AAA source

Personally I think this argument makes as much sense as a^X+b^x=c^x where x>2

Of course, Fermat's meant a^X+b^x=c^x where x=2 but of course his cannibal' son thought otherwise. Apple doesn't fall far from the tree.

Note:

Fermat's son had all his father's books bound in Human Skin. Yes, he also ate the heart of these victims!!!

Book Bound in Human Skin

AIRC, he really meant that there are no solutions for a^X+b^X=c^x where X is any whole number > 2

Hard to write what he meant without using a "not equal" sign in the equation. You can use the ! sign concatenated to the = sign to mean "not equal" and then write: a^X+B^x!=c^X for all X integers > 2 to express Fermat's last theorem.

It would be easier if there was an ascii character consisting of an equal sign with a slash through it - it would be more intuitive, but you can use != for that, so all is not lost. :-)

Ed