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Calculate the Specified Probability
-Suppose That K\mathrm { K } Is a Random Variable

question 93

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Calculate the specified probability
-Suppose that K\mathrm { K } is a random variable. Given that P(3.45K3.45) =0.35\mathrm { P } ( - 3.45 \leq \mathrm { K } \leq 3.45 ) = 0.35 , and that P(K<3.45) =\mathrm { P } ( \mathrm { K } < - 3.45 ) = P(K>3.45) P ( K > 3.45 ) , find P(K>3.45) P ( K > 3.45 ) .


Definitions:

Average Annual Revenue

This refers to the amount of money a company earns in a year, on average, from its operations.

Standard Deviation

A metric indicating the extent to which data points diverge from the mean, showing the distribution's spread.

Average Annual Revenue

The mean income generated by a business, entity, or asset within one fiscal year.

Random Sample

A group of people selected from a bigger group, with every person having the same probability of being chosen.

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