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Finding p.d.f. of a function of random variable which is exponentially distributed

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Expected Value of Area of Rectangle with sides $X$ and $1-X$, provided we know the PDF $f(x)$

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32
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Increase score with number of nodes

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562
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How to find cumulative probability density function given the probability density function?

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89
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Finding the Density of Y

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125
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Rotating a PDF that is log-concave and symmetric

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469
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Are all probability density functions described by their mean and variance?

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330
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Expected value (waiting time) of two independent exponentially distributed arrival times occuring in a given distance

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56
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Biweight M-estimate of location and mode

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112
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Finding $pdf$ of $V=X+Y$ where $X$~$unif(0,1)$ and $f_Y(y) =e^{−y}I_{(0,\infty)}(y)$

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150
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Modification of distribution function

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53
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Finding a density function that meets given specifications.

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37
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Statistics, joint probability mass functions

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226
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$X$ and $Y$ are independent rv having pdf $f(t)=\frac{1}{\pi} \frac{1}{1+t^2}$ determine pdf of $Z=\frac{X+Y}{3}$

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Find the density function of T= max(X,Y)

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