i. Define the null and alternative hypotheses of the test for the above output. ii. **. Showing necessary working Find the missing values* What is the degree of freedom for this test? Estimate the...

Please help with all the sub questions as this is my last questionsi. Define the null and alternative hypotheses of the test for the above output.<br>ii.<br>**. Showing necessary working<br>Find the missing values*<br>What is the degree of freedom for this test?<br>Estimate the p-value for this test.<br>State the conclusion for the test. Give reason for your answer.<br>ii.<br>iv.<br>V.<br>

Extracted text: i. Define the null and alternative hypotheses of the test for the above output. ii. **. Showing necessary working Find the missing values* What is the degree of freedom for this test? Estimate the p-value for this test. State the conclusion for the test. Give reason for your answer. ii. iv. V.
Tasty Pizza Ltd desires to know if the size of the pizzas order by their eustomers depends on the<br>toppings chosen. Data was gathered for the last 300 customers and the results obtained using<br>MINITAB are shown below:<br>Exhibit 3<br>Expected counts are printed below observed counts<br>Small<br>Medium<br>Large<br>All<br>23<br>32<br>34<br>Cheese<br>26.403<br>31.743<br>30.853<br>89<br>34<br>35<br>36<br>Tuna<br>31.150<br>36.400<br>105<br>**<br>32<br>40<br>34<br>Pepperoni<br>31.447<br>37.807<br>36.747<br>All<br>89<br>107<br>104<br>300<br>Chi-sq =<br>0.43868 +<br>*** +<br>0.76168 +<br>0.260754+<br>0.16028 +<br>0.004396 +<br>0.009736 +<br>0.12725 +<br>0.205302 =<br>1.52 93<br>

Extracted text: Tasty Pizza Ltd desires to know if the size of the pizzas order by their eustomers depends on the toppings chosen. Data was gathered for the last 300 customers and the results obtained using MINITAB are shown below: Exhibit 3 Expected counts are printed below observed counts Small Medium Large All 23 32 34 Cheese 26.403 31.743 30.853 89 34 35 36 Tuna 31.150 36.400 105 ** 32 40 34 Pepperoni 31.447 37.807 36.747 All 89 107 104 300 Chi-sq = 0.43868 + *** + 0.76168 + 0.260754+ 0.16028 + 0.004396 + 0.009736 + 0.12725 + 0.205302 = 1.52 93

Jun 08, 2022
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