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Format Painter Clipboard Font Alignment Number Styles Cells 23 ese X V f A B C D E F G H K L M N O P Q Early AM Evening Late Night A) Answer 68 299 216 Q5. (7 marks) To see how much a difference time of 138 367 175 day makes on the speed at which he could 75 331 274 download files, a second year university student 186 257 171 performed an experiment. He placed a file on a 68 260 187 remote server and the proceeded to download it at B) Answer See the page for ANOVA output 217 269 213 three different periods of the day. He downloaded 93 252 221 the file 48 times in all, 16 times for each of the three F-value = 90 200 139 time periods (early morning, early evening, late p-value = 71 296 226 night, and the data are called shown on the left. 154 204 128 a)State the null and alternate hypothesis we would 166 190 236 run to determine if the average time to download is 130 240 128 the same for all three times periods. 72 350 217 b) Run the appropriate test in Excel and show 81 256 196 output. What conclusions can you make? C) Answer 76 282 201 c) Obtain boxplots and residual NPP plot and box See figures below 129 320 161 plot for these data. d) Are the assumptions of an ANOVA reasonably D) Answer satisfied? Explain in reference to the plots. e) If there is a difference in the download time run a Tukey's test to prove how the time periods differ from one another. Describe what the results of the Tukey's test tell you. What is the best time of day to download files? What is the worse time