Here's an explanation for ya. Lurk moar. Every single point you brought up has been posted, reposted, debated and debunked. There is a search function on this forum, and it is very easy to use.
Good computer geeks are math geeks.
Quote from: John Davis on September 26, 2009, 07:42:52 AMGood computer geeks are math geeks.I have a friend that perfectly contradicts this statement.
I'm going to side with the white supremacists.
Quote from: Proleg on September 27, 2009, 08:17:22 PMQuote from: John Davis on September 26, 2009, 07:42:52 AMGood computer geeks are math geeks.I have a friend that perfectly contradicts this statement. I call bullshit, on the grounds that there is no such thing as perfection.
If you multiply the three digits of the number of PMs in my inbox together, you get 40. If you add them instead, you get 11. How many PMs do I have in my inbox?
At least 245.
theres an FAQ?
452 or 425
My PMs add to make 4 and multiply to make 3 How many do I have?
I wanted to add new math problem to get this going againwhat is 2 plus 2 divided by 2?
If you don't know, whenever you talk about it you're invoking the supernatural
Unknown != Magic.
Quote from: cbarnett97 on May 13, 2011, 12:01:31 AMI wanted to add new math problem to get this going againwhat is 2 plus 2 divided by 2?3.If 0<x<2pi, find the sum of all the solutions to the equation 2cos2(x) - 7cos(x) - 4 = 0
Quote from: Harutsedo on May 13, 2011, 03:35:35 AMQuote from: cbarnett97 on May 13, 2011, 12:01:31 AMI wanted to add new math problem to get this going againwhat is 2 plus 2 divided by 2?3.If 0<x<2pi, find the sum of all the solutions to the equation 2cos2(x) - 7cos(x) - 4 = 0off the top of my head... ZeroHere is maybe my favoriteDerive the integration by parts formula
Quote from: cbarnett97 on May 13, 2011, 12:01:31 AMI wanted to add new math problem to get this going againwhat is 2 plus 2 divided by 2?Who the hell are you?
Where did you educate the biology, in toulet?
Basically, a slightly more intelligent Sokarul.
I saw a slight haze in the hotel bathroom this morning after I took a shower, have I discovered a new planet?
Quote from: Harutsedo on May 13, 2011, 03:35:35 AMIf 0<x<2pi, find the sum of all the solutions to the equation 2cos2(x) - 7cos(x) - 4 = 0off the top of my head... Zero
If 0<x<2pi, find the sum of all the solutions to the equation 2cos2(x) - 7cos(x) - 4 = 0
Quote from: Roundy the Truthinessist on May 13, 2011, 03:31:01 PMBasically, a slightly more intelligent Sokarul.I was about to say almost exactly that, though I would have said "more boring" rather than "more intelligent."