HYPOTHESIS TESTING Flashcards

1
Q

shows that there is no difference between population mean / parameters

A

null hypothesis

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1
Q

shows that there is a difference between population mean / parameters

A

alternative hypothesis

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2
Q

the range of the values of the test value that indicates that there is a significant difference and Ho should be rejected

A

critical / rejection region

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3
Q

the range of the values of the test value that indicates that there is no significant difference and Ho should NOT be rejected

A

non-critical / non-rejection region

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4
Q

range of values that indicates that the difference was probably due to chance.

A

non-critical / non-rejection region

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5
Q

requires a more extreme test statistic to reject the null hypothesis and it is more conservative than the other type of test

A

two-tailed test

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6
Q

a test that depends on the direction of inequality of the alternative hypothesis

A

one-tailed test

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7
Q

DECISION: When the confidence interval contains the hypothesized mean

A

do not reject

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8
Q

DECISION: When the confidence interval DOES NOT contain the hypothesized mean

A

reject

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9
Q

DECISION: Z_c > Z_a

A

reject

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10
Q

DECISION: Z_c >= Z_a

A

reject

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11
Q

DECISION: t_c < t_a

A

do not reject

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12
Q

[TYPE OF TEST]
One of the undersecretaries of DOLE claims that the average salary of a civil engineer is Php28,000.00. A sample of 19 CE salaries has a mean of Php 27, 350.00 and standard deviation of Php 1, 230.00. Is there enough evidence to reject the undersecretary’s claim at a = 0.01?

A

t-test

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13
Q

[TYPE OF TEST]
A researcher claims that 20-year old women on a special diet will have an average weight of 110 pounds. A sample of 15 women has na average weight of 112.5 pounds and a standard deviation of 5 pounds. At a = 0.01, can the claim be rejected?

A

t-test

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14
Q

[TYPE OF TEST]
Group A Group B
Population mean 50 55
Population sd 10 12
Population size 20 30

A

z-test

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15
Q

[TYPE OF TEST]
A researcher reports that the average salary of company managers is more than php63 000.00. A sample of 25 company managers has a mean salary of Php 65 700.00. At a = 0.01, test the claim that the company managers earn more than Php 63 000.00 a month. The standard deviation of the population is Php 5 250.00.

A

z-test

16
Q

[TYPE OF TEST]
Subjects are randomly selected. The population distribution is normal. The population should be known. Cases of the samples should be independent and its size is equal or more than thirty.

A

z-test

17
Q

separates critical from non-critical region

A

critical value

18
Q

[WHAT TEST STATISTIC] PSD Known

A

z-test

19
Q

[WHAT TEST STATISTIC] PSD Unknown, n<30

A

t-test

20
Q

[WHAT TEST STATISTIC] PSD Unknown, equal variance

A

t-test