Let x be a continuous random variable and let c be a constant. Which of the following statements is false? Select one: O O O a. P(x = c) = 0 b. The probability that x assumes a value in the interval *1 to 2 is the area under the probability density function between 1 and 2. c. None of these. d. All of these. e. P(x_c) = P(x< c) and P(x ≥ c) = P(x > c)

MATLAB: An Introduction with Applications
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Author:Amos Gilat
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Chapter1: Starting With Matlab
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Which of the following incorrectly describes the discrete probability distributions and continuous probability
density functions?
Select one:
a. None of these.
b. They both reflect the distribution of a random variable.
c. They are both relative frequency distributions.
d. They both assist in determining the probability of a given outcome.
e. They both have outcomes, which occur only in integers.
Transcribed Image Text:Which of the following incorrectly describes the discrete probability distributions and continuous probability density functions? Select one: a. None of these. b. They both reflect the distribution of a random variable. c. They are both relative frequency distributions. d. They both assist in determining the probability of a given outcome. e. They both have outcomes, which occur only in integers.
Let x be a continuous random variable and let c be a constant. Which of the following statements is false?
Select one:
a. P(x = c) = 0
b. The probability that x assumes a value in the interval *¹ to *2 is the area under the probability density
function between 1 and 2.
c. None of these.
d. All of these.
e. P(x_ c) = P(x < c) and P(x ≥ c) = P(x > c)
Transcribed Image Text:Let x be a continuous random variable and let c be a constant. Which of the following statements is false? Select one: a. P(x = c) = 0 b. The probability that x assumes a value in the interval *¹ to *2 is the area under the probability density function between 1 and 2. c. None of these. d. All of these. e. P(x_ c) = P(x < c) and P(x ≥ c) = P(x > c)
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