HYPOTHESES TESTING - Statistical method used in making decisions using experimental data.
HYPOTHESIS - A proposed explanation, assertion, or assumption about a population parameter or about the distribution of a random variable.
Notequalsign(≠) - symbols/ describes an alternative hypothesis using a two-tailed test.
TypeIerrorcommitted - when we reject null hypothesis, its true.
Type II error committed - When we accept the null hypothesis and reject the alternative hypothesis.
If the computed z-value is 2.015 and the critical value is 1.833, which of the following statements could be true?
It lied in the rejection region, Ho must be rejected
PARAMETER - Numerical measure describes the certain characteristics of a population.
POPULATION - Denotes the true value that would be obtained if a census rather than a sample was undertaken.
A study claims that the mean survival time for a certain cancer patient treated immediately with chemo and radiation is 24 months. What is the parameter ?
The mean survival for a certain cancer patient treated immediately with chemotherapy and radiation is 24 months.
In formulatingthe alternative hypothesis, what mathematical symbol is applicable to use in the statement, The average score of BSIE in statistical analysis I is 80.”?
not equal sign 80(≠80)
Which pf the following steps is not included in formulating hypothesis ?
Use the data about sample then compute the test statist.
A scientist invented a substance that increases the life of an automobile battery. If the mean lifetime of the battery is 24 months, then what are his hypothesis ?
=24 and >24
CRITICAL VALUE - Value that separates a rejection region from an acceptance region.
In the two-tailed test, the rejection region lies on _____ of the normal distribution?
Both tail
Given the normal curve at the right, what is the rejection region?
Left of 1.96
Right of 1.96
Sketch of the normal curve if z_>1.645?
graph
TEST STATISTICS - Refers to the value calculated from sample data which in needed in deciding whether the null hypothesis is reje or not.
Z-TEST - test statistics will be used if the sample size is above 30.
Z-TEST - Test statis tic can be used when the population standard deviation is known
When findinf the z-computed value, which formula should be used for hypothesis testing ?
: z = x−μ /σ√n
When should you use the t-test?
•When you are testing for a population mean
•When the sample standard deviation is given
When we failed to reject the null hypothesis, which of the following statement is true?
There is not enough evide to reject the claim.
What does it mean when the null hypothesis is rejected ?
There is sufficient evidence to disprove the null hypothesis.
What should you do if the computed z-value lies in the critical region?
Reject the null hypothesis
What is the last step in the hypothesis testing procedure ?