Introduction to Statistics Course MATH 1342
Collin County Community College
David Katz, instructor
Section
by Section List of Test Topics For Exam #4 (Chapters 8-9 from Elementary Statistics 10th
edition by Triola)
The
exam will consist of 20 multiple-choice questions from this list of questions
from your homework sections.
- Solve problems using the
formula card and check answers with the TESTS menu on the calculator
- Determine the significance
level (a) for a confidence interval (CI) or hypothesis test
- Diagram & label a graph
of the distribution curve used for a CI or hypothesis test problem
(include α, critical values, etc.)
- Know how to compute sample
mean and sample standard deviation when needed (review sections 3-2, 3-3)
- Remember: degrees of
freedom (df) formula for t distribution is still n-1
- If you are caught in the
middle between two t critical
values in Table A-3, choose the more conservative (i.e. larger) critical
value
- (8-2)
Set up the hypotheses for a hypothesis test
- (8-2)
Identify which hypothesis (H0 or H1) is the claim
- (8-2)
Determine whether the hypothesis test is left-tailed, right-tailed, or
two-tailed (p.395)
- (8-2)
Compute P-Value for one-tailed or two-tailed tests (p.396)
- (8-2)
Write the final conclusion of a hypothesis test in lay terms (p.397)
- (8-2)
After comparing test statistic to critical values, decide whether to
reject or fail to reject null hypothesis
- (8-2)
After comparing p-value to α, decide whether to reject (p< α)
or fail to reject (p> α) null hypothesis
- (8-3) Determine the
critical value(s) needed for a hypothesis test for a population proportion
- (8-3) Compute the test
statistic for a hypothesis test for a population proportion
- (8-3) Compute the P-value
for a hypothesis test for a population proportion
- (8-3) Determine whether to
reject or fail the reject the null hypothesis (H0) for
population proportion
- (8-3) Know how to use the 1-PropZTest feature of your TI
calculator to compute test statistic and p-value
- (8-5) Determine the
critical value(s) needed for a hypothesis test for m (s not known)
- (8-5) Compute the test
statistic for a hypothesis test for m (s not known)
- (8-5) Determine whether to
reject or fail the reject the null hypothesis (H0) for m (s not known)
- (8-5) Know how to use the T-Test feature of your TI
calculator to compute test statistic and p-value
- (9-2) Compute the pooled
estimate for p used when H0: p1 = p2
- (9-2) Determine the
critical value(s) for a hypothesis test comparing two proportions
- (9-2) Compute the test
statistic for a hypothesis test comparing two proportions
- (9-2) Compute the P-Value
for a hypothesis test comparing two proportions
- (9-2) Set up the hypotheses
for a hypothesis test comparing two proportions
- (9-2) Write up the final
conclusion for a hypothesis test comparing two proportions
- (9-2) Know how to use the 2-PropZTest feature on your calculator
to compute test statistic and p-value
- (9-3)
Decide if a table of data represents independent samples or matched pairs
- (9-3)
Determine the critical value(s) for a hypothesis test comparing two
independent sample means
- (9-3)
Compute the test statistic for a hypothesis test comparing two independent
sample means (p.470)
- (9-3)
Set up the hypotheses for a hypothesis test comparing two independent
sample means
- (9-3)
Write up the final conclusion for a hypothesis test comparing two
independent sample means
- (9-3)
Compute the CI for a hypothesis test comparing two independent sample
means
- (9-3)
Know how to use the 2-SampTTest feature on your
calculator to compute test statistic and p-value
- (9-3)
Know how to use the 2-SampTInt feature on your
calculator to compute a confidence interval
- (9-4) Compute the sample
mean of the differences in a matched pair problem
- (9-4) Compute the sample
standard deviation of the differences in a matched pair problem
- (9-4) Determine the
critical value(s) for a hypothesis test comparing matched pairs
- (9-4) Compute the test
statistic for a hypothesis test comparing matched pairs
- (9-4) Compute the CI for a
hypothesis test comparing matched pairs
- (9-4) Set up the hypotheses
for a hypothesis test comparing matched pairs
- (9-4) Write up the final
conclusion for a hypothesis test comparing matched pairs
- (9-4)
Know how to use the T-Interval
features of your calculator to compute test a confidence interval
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