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Introduction to Hypothesis Testing. Hypothesis Testing The general goal of a hypothesis test is to rule out chance (sampling error) as a plausible explanation.

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Presentation on theme: "Introduction to Hypothesis Testing. Hypothesis Testing The general goal of a hypothesis test is to rule out chance (sampling error) as a plausible explanation."— Presentation transcript:

1 Introduction to Hypothesis Testing

2 Hypothesis Testing The general goal of a hypothesis test is to rule out chance (sampling error) as a plausible explanation for the results from a research study. Hypothesis testing is a technique to help determine whether a specific treatment has an effect on the individuals in a population.

3 Hypothesis Testing Steps The following five steps outline the process of hypothesis testing and introduce some of the new terminology:

4 Hypothesis Testing Steps Step 1: State the hypotheses.  null hypothesis (H 0 ) VS alternate (H 1 ) ] Step 2: State the criteria for a decision  =.05 (5%)  =.01 (1%)  =.001 (0.1%) Step 3: Compute the test statistic.

5 Hypothesis Testing Steps Step 4: Making a statistical decision  Reject null hypothesis VS fail to reject Step 5: Stating a conclusion – stating what the results mean.

6 Example Researcher is interested in developmental theory and would like to determine whether or not stimulation during infancy has an effect on human development. Mean weight for 2-year-old children is μ = 26 pounds. The distribution of weights is normal with σ = 4 pounds. Researcher obtains a sample of n = 16 newborn infants and give their parents detailed instructions for giving their children increased handling and stimulation.

7 Example 2 Suppose that scores on the SAT form a normal distribution with  =500 and  =100. A high school counselor has developed a special course to boost SAT scores. A random sample of n=16 students is selected to take the course and then the SAT. The sample had an average score of M=554. Does the course have an effect on SAT scores?

8 Example 2 Comparison Population Normal  =500  =100 Sample N=16 M=554


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