Given the values in Part 1, check if the sample data truly represents the population data at 5% level of significance using hypothesis testing in one variable. a. Construct the null and alternative...

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Given the values in Part 1, check if the sample data truly represents the population data at 5% level of significance<br>using hypothesis testing in one variable.<br>a. Construct the null and alternative hypothesis.<br>b. Use the MS Excel Data Analysis Toolpak to compute the p-value.<br>1ST<br>NAME MEASUREMENT<br>Height<br>1ST<br>NAME MEASUREMENT<br>152<br>HEIGHT<br>B<br>167<br>A<br>152<br>165<br>B<br>167<br>D<br>151<br>165<br>E<br>159<br>D<br>151<br>F<br>164<br>E<br>159<br>163<br>164<br>H.<br>158<br>G<br>163<br>164<br>H.<br>158<br>159<br>164<br>K<br>168<br>159<br>163<br>M<br>171<br>162<br>151<br>P<br>164<br>156<br>R<br>156<br>152<br>168<br>168<br>V<br>151<br>165<br>155<br>Y<br>152<br>153<br>Guide Questions<br>1. Using the given and computed values, is there a reason to believe that there is no significant difference<br>between sample data and population data? Justify.<br>

Extracted text: Given the values in Part 1, check if the sample data truly represents the population data at 5% level of significance using hypothesis testing in one variable. a. Construct the null and alternative hypothesis. b. Use the MS Excel Data Analysis Toolpak to compute the p-value. 1ST NAME MEASUREMENT Height 1ST NAME MEASUREMENT 152 HEIGHT B 167 A 152 165 B 167 D 151 165 E 159 D 151 F 164 E 159 163 164 H. 158 G 163 164 H. 158 159 164 K 168 159 163 M 171 162 151 P 164 156 R 156 152 168 168 V 151 165 155 Y 152 153 Guide Questions 1. Using the given and computed values, is there a reason to believe that there is no significant difference between sample data and population data? Justify.

Jun 07, 2022
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