EDA Flashcards

1
Q

To compute probabilities with large values of ‘n,’ relying on the binomial formula can become
quite intricate. Employing the ___ simplifies this procedure significantly.

A

Normal Approximation to Binomial

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2
Q

This theorem states that if a population of more with sufficiently large random samples from
the population is taken, then the distribution of the sample means will be approximately normally
distributed.

A

Central Limit Theorem

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3
Q

The set of all possible outcomes or results of a random experiment.

A

Sample Space

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4
Q

Suppose the researcher has computed a Z (Standard Normal Distribution of 1.2 what is the
equivalent Z coefficient?

A

0.8849

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5
Q

A range of possible values for the next single observation that is most likely as judged by
the history of previous observations.

A

Prediction Interval

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6
Q

The likelihood of a population parameter falling within a specified range for a certain proportion
of occurrences.

A

Conditional Probability

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7
Q

A continuous random variable X, exhibiting a bell-shaped distribution, is referred to as ___.

A

Normal Random Variable

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8
Q

Tests population parameter against a hypothesized value, assuming normal distribution,
unknown variance, and a sample size of less than thirty.

A

T Test

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9
Q

The likelihood of an event occurring.

A

probability

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10
Q

What method must be employed to solve this problem: A coin is tossed 400 times. Use the
approximation to find the probability of obtaining between 185 and 210 heads inclusive.

A

Normal Approximation to Binomial

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11
Q

Within the ecological microcosm of an island, am avian species
exhibits intriguing nesting behaviours. Analyze the sampling
distribution pattern for the number of eggs laid per nest. Choose
the statement that most accurately depicts the observation.

A

The sampling distribution has a high bias, low variability

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12
Q

Based on historical data, the time required to grade a single student paper is positively skewed,
with an average grading time of 6 minutes and a standard deviation of 7 minutes. In the current
term, with a class of 49 students, the instructor has allocated an average of 8 minutes per student
paper for grading. What method must be used to solve this problem?

A

Central Limit Theorem

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13
Q

It evaluates the over or underestimation of the value of the population parameter.

A

Statistical Bias

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14
Q

The Probability that a patient recovers from a rare blood disease is 10%. If 100 people are
known to have contracted this disease, what is the parameter that is responsible for the spread of
the said distribution?

A

Standard Deviation

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15
Q

An experiment often consist of repeated trials, each with two possible outcomes that may be
labelled success and failure.

A

Binomial Distribution

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16
Q

A type of mistake where the null hypothesis is rejected when it is true.

A

Type I

17
Q

It predicts that in normal distributions, 68% of observations fall within the first standard
deviation (μ ± σ), 95% within the first two standard deviations (μ ± 2σ), and 99.7% within the first
three standard deviations (μ ± 3σ) of the mean.

A

Empirical Rule

18
Q

Represents the distinct characteristic or trait that researchers measure, regulate, or modify in
their studies.

A

variable

19
Q

Assesses if a sample represents the population’s true proportion regarding a hypothesized value.

A

Test on Population Proportion

20
Q

____is one that has a finite (or countably finite) number of random variables that have an
equally likely chance of occurring.

A

Discrete Probability Distribution