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  1. Let X and Y be independent random variables, each uniformly distributed on the interval [0,2].Find the mean and variance of XY.
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    2. qwerty asked by qwerty
    3. views icon 1,148 views
  2. CLT for the binomialLet X be binomial with parameters n=49 and p=1/10. The mean of X is: unanswered The standard deviation of X
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    2. SK asked by SK
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  3. Let Z=max{3X,Y}. Find the PDF of Z. Express your answer in terms of z using standard notation.For 0<z<1, fZ(z)= - unanswered For
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    2. JuanPro asked by JuanPro
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  4. Consider a Markov chain {X0,X1,…}, specified by the following transition probability graph.P(X2=2∣X0=1)= - unanswered Find
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    2. alec asked by alec
    3. views icon 6,227 views
  5. Let X and Y be independent random variables with zero means, and variances 1 and 2, respectively. Let U=X+Y and V=X+2Y .Find the
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    2. AK asked by AK
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  6. CI's via the CLTThe sample mean estimate Θˆ of the mean of a random variable with variance 1, based on 100 samples, happened
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    2. SK asked by SK
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  7. example of when to start a new paragraph in nonfiction?A. When you compare things B. When you give a detailed example C. When
    1. answers icon 1 answer
    2. views icon 32 views
  8. Please helpLet X and Y be independent random variables, with X uniformly distributed on [0,1] and y uniformly distributed on
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    2. oppapempek asked by oppapempek
    3. views icon 86 views
  9. Let X be a standard normal random variable. Let Y be a continuous random variable such thatfY|X(y|x)=1/√2π*exp(−(y+2x)^2/2)
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    2. TBONE asked by TBONE
    3. views icon 1,447 views
  10. Let X be a standard normal random variable. Let Y be a continuous random variable such thatfY|X(y|x)=1/√2π−−exp(−(y+2x)
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    2. Anonymous asked by Anonymous
    3. views icon 5,030 views