Chapter 8- Intro to Hypothesis Testing Flashcards
Define:
Null Hypothesis
(H0) states that in the general population there is no change, no difference, or no relationship. Will have no effect on the dependent variable
Define:
Hypothesis Test
Is a statistical method that uses sample data to evaluate a hypothesis about a population
Define:
Alternative Hypothesis
(H1) states that there is a change, a difference, or a relationship for the general population. The treatment will have an effect on the dependent variable
Define:
Alpha Level/level of Significance
Is the probability value that is used to define the very unlikely sample outcomes if the null hypothesis is true
How to find the z-score for alpha
If alpha is .05 or 5% it must be divided 2 to separate it into two tails. Then each tail = 2.5% or .0250
Look at column C the tail and find the z score. Z=+-1.96
What are the most three common alphas used?
5%, 1%, 0.1%, or .05, .01, .001
How to compute the z-score
Z=M-σ/σΜ
How to calculate σΜ
σΜ= σ/√n
Why do we reject the null hypothesis versus proving the alternative hypothesis
By saying that the our results will equal the mean, it easier to disprove. While trying to disprove this we prove our alternative hypothesis
Define:
Type I Error
Occurs when a researcher rejects a null hypothesis that is actually true. Researcher concludes that a treatment does have an effect and really doesn’t
How significant are the effects that Type I Errors have?
- They can publish results and lead to false reports in scientific literature
- Other researchers can base theories off the data
- Time and resources may be wasted
Define alpha level according to
Type I error.
It determines the probability of obtaining sample data in the critical region even though the null hypothesis is true
Define:
Type II Error
When the researcher fails to reject the null hypothesis that is false
What is the Type II Error symbol?
β- beta
List the factors that influence hypothesis test
- Size of difference between M and μ
- Variability influence size of standard error
- Number if sample scores influence size of standard error