Hypotheses and Hypothesis Testing

  • The hypothesis is a statement of your research question.
  • The hypothesis should state a causal relationship or simple proposition that has at least one independent and dependent variable.
    • This relationship or proposition must then be subject to empirical testing.
  • Your hypothesis must:
    • Have two or more variables
    • State a causal relationship between those variables
  • It also should be:
    • Logically related to your research question and theory.
    • Falsifiable, meaning that it can be empirically tested to be true or false.
  • Your research will test this hypothesis and eventually accept or reject the statement.
    • Evidence that supports your hypothesis can lead to retention of the statement.
    • Evidence against your hypothesis mandates its rejection.
    • For quantitative research, you will most likely be using the null hypothesis to test your stated hypothesis.
  • The null hypothesis states that there is no relationship between the two variables which you want to test.
    • What the null hypothesis does is allows you to collect evidence that there is a relationship between the two (or more) things you are studying.
  • Rejecting the null hypothesis (indicating that there is a relationship) allows your hypothesis to remain a possibility.
    • While it does not prove a particular hypothesis, rejecting the null hypothesis can add support for the truth of your hypothesis.
  • Tests for acceptance and rejection of a null hypothesis will be discussed later in the statistics section.

    Examples:

    Hypothesis: Sport participation reduces the chances of obesity.

    Null hypothesis: There is no relationship between participation in sports and obesity.

 

Hypothesis: Baseball attendance is related to income.

Null hypothesis: There is no relationship between baseball attendance and income.

 

Hypothesis: More high scoring games in professional baseball cause higher attendance.

Null hypothesis: There is no relationship between high scoring games and attendance.