A statistical hypothesis is an assertion about a parameter of a population.
Hypothesis testing is an application of statistical inference which forms a major part of statistics.
It provides a well structured analytical method for making decision about population means.
Types of Hypothesis
NULL HYPOTHESIS: the statement about the population parameter that will be assumed to be true during the conduct of the hypothesis test. Its denoted by H0.
ALTERNATIVE HYPOTHESIS: the hypothesis that includes all population values not included in the null hypothesis. It is denoted by H1.
Examples
The box cereal has a mean fill of 16 ounce. H0: µ = 16 H1: µ ≠ 16
Good year’s tire will last longer than its competitors, or more than 60,000 miles, H0: µ ≤ 60,000 H1: µ > 60,000
Steps to Formulating the Null and Alternative Hypothesis
The population parameter of interest (µ, ρ,σ ) must be identified
The hypothesis of interest to the researcher or the analyst must be identified
The null hypothesis will contain the equal sign, the null hypothesis will not
The range of the possible values for the parameter must be divided between the null and alternate hypothesis
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