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BNAL 206 TEBNAL 206 TEST 2 QUESTIONS AND VERIFIED ANSWERSST 2 QUESTIONS AND VERIFIED ANSWERS

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BNAL 206 TEST 2 QUESTIONS AND VERIFIED ANSWERS

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BNAL 206 TEST 2 QUESTIONS AND VERIFIED
ANSWERS

Probability Distribution of a Discrete Variable - Answers - mutually exclusive list of all
the probable numerical outcomes along with the probability of occurrence with each
outcome.

expected value of a discrete variable - Answers - is the population mean "u" of its
probability distribution

to calculate expected value of a discrete variable you... - Answers - multiply each
possible outcome by its corresponding probability and then sum these products

you compute the variance of a probability distribution by... - Answers - multiplying each
possible square difference by its corresponding probability and then summing the
resulting products.

mathematical expression (model) - Answers - can be used to calculate the probability of
the value, or outcome for a variable of interest.

properties of binomial distribution - Answers - - the sample consist of a fixed number of
observations, n
- each observation is classified into one of two mutually exclusive and collectively
exhaustive categories
-The value of any observation is independent of the value of any other observation.

use binomial distribution when.. - Answers - the discrete variable is the number of
events of interest in n observations

rule of combinations - Answers - The number of combinations of selecting x objects out
of n objects

Binomial Distribution - Answers - a frequency distribution of the possible number of
successful outcomes in a given number of trials in each of which there is the same
probability of success.

the mean (expected value) of the binomial distribution - Answers - is equal to the
product of n and pie

Discrete Variables - Answers - produce outcomes that come from a counting process
(e.g. number of classes you are taking).

Continuous Variables - Answers - variables produce outcomes that come from a
measurement (e.g. your annual salary, or your weight).

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