Actually, I guess I wasn't far off.
http://mathworld.wolfram.com/NormalDistribution.html
I'm using it to describe the probability that someone will order a transmission simulator at a given time. As time progresses, the number of orders increases until a peak is reached, then the finite nature of the SRT-4 kicks in, and the orders drop off to 0 again.
However, the problem is that the integral of the gaussian function is = 1. That means that over infinite time, every SRT-4 owner or even every S2 or S3 would need to buy a transmission simulator.
That won't happen.
And with that, I'm out.
Check please?
