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Bex Chrystall 6 Fragen

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Fragen in diesem Quiz (6)

  1. 1X is a random [blank_start]variable[blank_end] that has a range of [blank_start]values[blank_end] of discrete, categorical, or continuous style. Using a sample, you can measure the relative [blank_start]frequencies[blank_end] of the values of the random [blank_start]variable[blank_end] in that sample. [blank_start]Increase[blank_end] the sample size, and you can get a picture of the relative frequencies or proportions of the values that x can take in a [blank_start]population[blank_end]. This is what as known as a [blank_start]probability[blank_end] [blank_start]distribution[blank_end].
    1. Avariable
    2. Bvalues
    3. Cfrequencies
    4. Dvariable
    5. EIncrease
    6. Fpopulation
    7. Gprobability
    8. Hdistribution
  2. 2Which of the following statements is true?
    1. AThe mean of a certain value X, that follows a probability distribution is represented by π and is calculated from ∑(X*Pr(x))
    2. BThe mean of a certain value X, that follows a probability distribution is represented by µx and is calculated from ∑(X*Pr(x))
  3. 3The variance of a random variable, that follows a probability distribution describe the variance in the data, and is represented by sigma X divided by 2. The standard deviation is the variance squared.
    1. ARichtig
    2. BFalsch
  4. 4If X is a random variable and a and b are constants, consider the new variable Y which is a combination of these variables:

    Y=a + bX

    The mean of Y can be calculated µy = aµ + bX and the variance can be calculated by (sigma^2) Y = B^2*sigma^2x
    1. ARichtig
    2. BFalsch
  5. 5Consider a random variable Y=4X + 3. Solve for the mean and variance of Y, where the µx = 5 and the variance of X = 2.5.
    Click TRUE for answer.
    1. ARichtig
    2. BFalsch
  6. 6If X and Y are independent random variables, then W = aX + bY + c, the mean can be calculated by aµx + bµy + c, and the variance can be calculated by Sigma^2W = a^2(variance of X) + b(variance of Y). There are two things to look out for:

    If a and b are 1 and c is 0 then the new random variable W is: ?

    the mean of W will be calculated by: ?

    and the variance will be calculated by: ?

    Solve.

    If a and b are -1 and c is 0

    W = ?

    The mean will be = ?

    and the variance will be = to the sum of the variances of X & Y because: ?

    Solve

    True, to show answers
    1. ARichtig
    2. BFalsch

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Beschreibung
Quiz am Ohne Titel, erstellt von Bex Chrystall am 01/09/2017.
Sprache
English
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