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Data may be presented in(3 Methods): — Textual — Tabular or — Graphical. 3. TEXTUAL PRESENTATION — The data gathered are presented in paragraph form. — Data are written and read.
Generally four methods are used to represent a frequency distribution graphically. These are Histogram, Smoothed frequency graph and Give or Cumulative frequency graph and pie diagram.
Step 1: Set a Null Hypothesis. Step 2: Set an Alternative Hypothesis. Step 3: Determine Your Alpha. Step 4: One- or Two-Tailed Test. Step 5: Sample Size. Step 6: Find Standard Deviation. Step 7: Run Standard Error Formula. Step 8: Find t-Score.
State the Research Hypothesis. State the Null Hypothesis. Select a probability of error level (alpha level) Select and compute the test for statistical significance. Interpret the results.
Specify the hypotheses. First, the manager formulates the hypotheses. Choose a significance level (also called alpha or). Collect the data. Compare the p-value from the test to the significance level. Decide whether to reject or fail to reject the null hypothesis.
Statistically significant means a result is unlikely due to chance. The p-value is the probability of obtaining the difference we saw from a sample (or a larger one) if there really isn't a difference for all users. Statistical significance doesn't mean practical significance.
If your p-value is less than or equal to the set significance level, the data is considered statistically significant. As a general rule, the significance level (or alpha) is commonly set to 0.05, meaning that the probability of observing the differences seen in your data by chance is just 5%.
Usually, statistical significance is determined by calculating the probability of error (p value) by the t ratio. The difference between two groups (such as an experiment vs. control group) is judged to be statistically significant when p = 0.05 or less.
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