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Find the Median of the Random Variable X with the Probability

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Find the median of the random variable x with the probability density function defined on the indicated interval I. The median of x is defined to be the number m such that Find the median of the random variable x with the probability density function defined on the indicated interval I. The median of x is defined to be the number m such that   . Observe that half of the x-values lie below m and the other half lie above m. Round the answer to two decimal places, if necessary. ​   ;  . Observe that half of the x-values lie below m and the other half lie above m. Round the answer to two decimal places, if necessary.
Find the median of the random variable x with the probability density function defined on the indicated interval I. The median of x is defined to be the number m such that   . Observe that half of the x-values lie below m and the other half lie above m. Round the answer to two decimal places, if necessary. ​   ;  ; Find the median of the random variable x with the probability density function defined on the indicated interval I. The median of x is defined to be the number m such that   . Observe that half of the x-values lie below m and the other half lie above m. Round the answer to two decimal places, if necessary. ​   ;


Definitions:

Main Components

Fundamental parts or elements that are essential to the structure or function of something.

Antecedent

In logic and grammar, an antecedent is the preceding clause, phrase, or word to which a pronoun, another word, or a noun refers.

Conditional

A statement, often expressed in the form "if A, then B," indicating that B is true whenever A is true.

Tautology

A statement that is true by necessity or by virtue of its logical form, often repeating the same idea in different words.

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