dfhh Flashcards

(29 cards)

1
Q

The value or range of values used to approximate a parameter is called an

A

estimate

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2
Q

Is the process used to calculate population parameters by analyzing only a small random sample from the population. (Closest)

A

ESTIMATION

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3
Q
  • refers to a single value that best determines the true parameter value of the population.
A

POINT ESTIMATE

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4
Q
  • gives a range of values within which the parameter value possibly falls.
A

INTERVAL ESTIMATE

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5
Q

an estimate is said to be unbiased when the expectation (i.e. the mean) of all the estimates taken from samples with size n is shown to be equal to the parameter being estimated

A

UNBIASEDNESS

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6
Q

is achieved when the estimate produced a relatively smaller standard error. This may be done by increasing the sample used to estimate the population parameter. As the sample size increases, the value of the estimator approaches the value of the parameter being estimated.

A

CONSISTENCY

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7
Q

from all the unbiased estimators of the population parameter, the efficient estimator is the one that gives the smallest variance.

A

EFFICIENCY

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8
Q

of a population parameter is a sample statistic used to represent the true value of a parameter, and you endeavour to find the “best” point estimate for a given parameter.

A

POINT ESTIMATION

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9
Q

A good decision that would influence us to use one estimator over another would be if the sample mean is equal to the population mean

A

This is known as UNBIASED ESTIMATOR

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10
Q

is a range (interval) of values that is likely to contain the true value of the parameter. An interval estimate is associated with the degree of confidence.

A

interval estimate

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11
Q

is a measure to determine if the population parameter is within the interval. Therefore, it describes the probability that corresponds to the two tails of the normal curve distribution.

A

degree of confidence (α)

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12
Q

Confidence levels correspond to probabilities (or percentages of area) associated with the normal curve. (t or f)

A

T

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13
Q

which is also called the maximum error of the estimate can be determined using the formula
E = zα/2 * σ/√𝑛:

A

MARGIN OF ERROR (E)

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14
Q

The process of making generalizations about the characteristics of the entire population through sample statistics.

A

HYPOTHESIS TESTING

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15
Q

Is a tentative presupposition or an inference made in order to predict the occurrence of a phenomenon.

A

HYPOTHESIS

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16
Q

Is a claim about the value of a population parameter or about the values of several population parameters.

A

STATISTICAL HYPOTHESIS

17
Q

This is called the null hypothesis, denoted by

18
Q

alternative hypothesis, denoted as

19
Q

the assertion that contradicts the null hypothesis is called the

A

alternative hypothesis

20
Q

The first of these is a statement of the value to which the population parameter is equal, such as the mean, which is presumed to be true.

A

null hypothesis

21
Q

directional test, which is also called the

A

one-tailed test

22
Q

the standard test used in many researches and it compares the population parameter in both directions (left and right) of the bell curve

A

nondirectional test, the two-tailed test

23
Q

an English statistician who developed the t-distribution, which is used instead of the z-distribution for doing inferential statistics on the population mean when the population standard deviation is unknown and the population is normally distributed.

A

WILLIAM S. GOSSET

24
Q

The t-distribution function is basically the same as the z-distribution function, the difference being only the replacement of the population standard deviation with the sample standard deviation ( T or F)

25
a measure of how many values can vary in a sample statistic.
degree of freedom (df)
26
the t-distribution is also symmetric about the mean which is equal to 1. (T or F)
F - 0
27
Characteristics of the t-distribution
It is a bell-shaped curve symmetrical about the mean. The mean of the distribution is equal to 0 and is located at the center of the distribution. The curve is asymptotic to the x-axis. The variance of the distribution is equal to 𝑑𝑓/(𝑑𝑓 −2), where df is the degree of freedom. The variance of the distribution is always greater than 1.
28
is reached when the p-value (probability value) of obtaining the sample statistic is less than the set level of significance.
Significance
29
The critical region is based on a value called the ____ which is usually determined using an appropriate distribution table based on the test statistic.
critical value