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Statistics for Bi - Hypothesis Testing

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Statistics for Business Intelligence – Hypothesis Testing

Index:

1. What is Hypothesis testing in Business Intelligence terms? 2. Define - “Statistical Hypothesis Testing” – “Inferences in Business” – and “Predictive Analysis” 3. Importance of Hypothesis Testing in Business with Examples 4. Statistical Methods to perform Hypothesis Testing in Business Intelligence 5. Identify Statistical variables required to compute Hypothesis testing. a. Correlate computing those variables from the data available in normalized tables arranged in row x columns. 6. Computing Statistical Hypothesis Testing for Business Decisions using Algorithms 7. User Interface Development for Presentation of Hypothesis feature …show more content…

Predictive analysis considers previous data and predicts future data points, but predictive analysis fails to consider new variables to practice and judge results. In this case, hypothesis helps to analyze old data to set benchmark and set goal to achieve the new variable modified.

Hypothesis helps in making decision by comparing benchmark values and present results with the variables applied. If Hypothesis is used to predict the future results this will be more about decision to conclude whether to implement/accept or reject. Again, Hypothesis also use all statistical modals of data, outliers removal, mean of sample, mean of population and proportions.

4. Statistical methods to perform Hypothesis Testing in Business Intelligence –

Steps in Hypothesis Testing –

Step 1: Take a decision item of proposed or implemented
Step 2: Formulate testable hypothesis (In case of implemented decision hypothesis will be to judge whether the modified variable has shown positive results or not)
Step 3: Design the experiment
Step 4: Set up a Decision Rule
Step 5: Collect Data
Step 6: Make a Decision
Step 7: Revise your decisions towards success or profits.

Hypothesis Formulation:

We formulate a pair of mutually exclusive, collectively exhaustive statements about the business scenario.
One statement or other must be true, but they cannot both be true.

Ho = Null Hypothesis
H1 = Alternative Hypothesis

The two statements are hypothesis

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