| Title |
User |
Message |
Date Posted |
| Re: Re: Re: Re: ... |
bbi5291 |
Read the problem statement. to calculate the area under f(x) from x=0 to x=L, L ? 2.0, bound f(x) by a 1 x L rectangle then randomly... |
Apr 13, 2009 - 3:41:47 pm UTC |
| Re: Re: Re: ... |
ragulan5 |
Is the bell curve inside the rectangle or is it the other way around? |
Apr 13, 2009 - 3:38:12 pm UTC |
| Re: Re: ... |
bbi5291 |
It's not an upside-down parabola, it's a bell curve. But yes, you need to find an area under the portion bounded by two vertical lines, as you would in calculus. |
Apr 13, 2009 - 3:28:56 pm UTC |
| Re: ... |
ragulan5 |
So the function is an upside down parabola and we have to find the area under that? |
Apr 13, 2009 - 3:18:11 pm UTC |
| ... |
bbi5291 |
OK, here's a run-down of the problem. Draw the curve y = exp(-x^2). exp(z) represents the function e^z, where e is the base of the natural logarithm. We would like to know the area bounded above by ... |
Nov 16, 2008 - 3:30:36 am UTC |
| Sigh |
zerglingrush |
I'm still in the understanding phase... |
Nov 16, 2008 - 2:56:25 am UTC |
| this problem |
qinhaotian |
takes more time to understand than to code... |
Nov 14, 2008 - 5:11:54 am UTC |
