Recent content by makaveli

more or less

I have noticed, that a graph of ingenuity as a function of the distance from the front of a bus full of seniors on their 3-day field trip to Eilat, behaves in the following pattern: The graph Starts out at relatively low (the driver is never too bright) and climbs in a parabolic fashion to reach...

This might look noobish But it makes things easier, you could just use prime factorization and reach easier numbers. (150)^0.5=(5*3*5*2)^0.5=5*(6)^0.5 or 5*(3)^0.5*(2)^0.5 Now all you have to do is remember the square root of 2 and 3.

Has anybody noticed that Zombies multiply in an exponential manner? Btw, I'm new!

Well, Say you're running and you want to see how far you have traveled, and you have a graph of your (Y)Velocity as (X)Time, but you have traveled in acceleration, so the normal approach of counting the squares under the line doesn't work. In this case you can: -Proceed to count squares (good...