I didn't ask the right question sorry... I shouldn't have used cos... What I need to know is this...
If the graph of r=θ is a spiral, what would the inverse of a spiral look like?
I need to figure out what or if what I found is why it is.
I need the inverse of a polar equation graphed.
When I say inverse I mean switching the variables and then placing it in proper form again.
I have the equation r=Cos(θ) which produces the following graph...
Heres a couple college cirriculums for computer science
http://www.cs.concordia.ca/programs/ugrad/cs/curriculum.html
http://www.uninets.net/~sarihou/curriculum.html
I'd be interested in seeing MIT and Carneige Mellon's cirriculum and course schedules before acctually deciding on that as...
Its that and more. For example every computer and network has a DNS assigned by your ISP. Mine is pcp08540242pcs.wchstr01.pa.comcast.net ... This tells ISP, geographical and god only knows what else that can get out of it, but say my neighbors is pcp08540243pcs.wchstr01.pa.comcast.net and both...
Its probably cause your site has not been properly and fully spidered yet, email Google's support about it.
Here's a warning too: Do not tell people to click the ads, and don't make it a daily rotuine to click them, Google's very sensitive about this. They acctually stopped services on mine...
Yes that really makes me mad too but that's why we have people called developers and there will continue to be newer versions!
(What really makes me mad is that Azures is programmed in Java and it causes huge slow downs and uses a lot of memory, but it has been getting better)