Weights (in pounds) Full Data Set p Baseball Soccer Baseball Soccer 179 154 179 144 189 181 203 157 176 174 190 165 175 174 171 150 181 174 173 139 198 182 184 161 172 161 190 171 169 174 185 176 199...


A random sample of male college baseball players and a random sample of male college soccer players were obtained independently and weighed. The accompanying table shows the unstacked weights​ (in pounds). The distributions of both data sets suggest that the population distributions are roughly Normal. Determine whether the difference in means is​ significant, using a significance level of 0.05.


Find the test statistic for this test.


t =


What is the p value?


p =


Weights (in pounds)<br>Full Data Set p<br>Baseball<br>Soccer<br>Baseball<br>Soccer<br>179<br>154<br>179<br>144<br>189<br>181<br>203<br>157<br>176<br>174<br>190<br>165<br>175<br>174<br>171<br>150<br>181<br>174<br>173<br>139<br>198<br>182<br>184<br>161<br>172<br>161<br>190<br>171<br>169<br>174<br>185<br>176<br>199<br>164<br>173<br>166<br>214<br>168<br>180<br>177<br>223<br>160<br>182<br>144<br>183<br>179<br>174<br>156<br>157<br>173<br>

Extracted text: Weights (in pounds) Full Data Set p Baseball Soccer Baseball Soccer 179 154 179 144 189 181 203 157 176 174 190 165 175 174 171 150 181 174 173 139 198 182 184 161 172 161 190 171 169 174 185 176 199 164 173 166 214 168 180 177 223 160 182 144 183 179 174 156 157 173

Jun 08, 2022
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