• April 24th 2009, 08:39 AM
razzmath
see attached
• April 24th 2009, 04:17 PM
mr fantastic
Quote:

Originally Posted by razzmath
see attached

Does F represent the cumulative distribution function? And is the random variable Y?
• April 24th 2009, 05:16 PM
matheagle
I'm not sure what you're asking.

If $X\sim U(0,1)$, then $F_X(x)=x$ on (0,1).

Thus $\int_0^d(1-x)dx=d-{d^2\over 2}$.
• April 24th 2009, 10:28 PM
razzmath