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It's ok, just don't do it again..

= thor*

You appear to be on again. Bad spiral!

It's in between the village and asb/law building.

You need to do 2 general education courses outside the business faculty

4evaalone:(

I believe in thor as he is da sxc

At least there's not much on fridays...

If I was to let the simulation or whatever run for a while, and then stop it when the beam is at a foci, fire a different laser back along the exact path, would it 'diverge' back to the original start point of the first beam, or go straight to 'converging'?

Remember it has to go through both of the foci, and bouncing along the minor axis does not satisfy this, so it must be along the major axis.

Re: 2012 HSC MX2 Marathon \int\frac{1+x^2}{1+x^4}dx

PHYS1131 Friday, 08/06 1:45pm to 4pm MATH1141 Thursday, 14/06 1:45pm to 4pm MATH1081 Thursday, 21/06 8:45am to 11am Not luvin dat 8:45 exam...

Just by saying that shows you are not well read on anything.

*High fives* Virgin4lyf

Don't know.

Don't care. /asexual4lyf

Thor

I don't think that works, because it isn't necessary that 11n + 32 must be prime. We have q(n) = ab, and for q(n) to be prime, ab = a, or ab = b, ie. a or b = +-1. The way you do it doesn't show that q(n) is only prime for 2 numbers.

Damn lateness... So we have q(n) = n(11n+32). Now for q(n) to be prime, either n = +-1 or 11n+32 = +-1. If n = -1, then q(n) is negative, so it's not prime. But if we have 11n+32 = -1, then we have q(n) positive, and prime. So if you sub n = -3, you get q(n) = 3, which is prime. n can be any...

Because its a 1, so its prime lol