In: Statistics and Probability
Data
Current | New |
377 | 312 |
266 | 313 |
314 | 264 |
323 | 289 |
305 | 299 |
344 | 354 |
304 | 246 |
290 | 269 |
276 | 327 |
331 | 219 |
382 | 248 |
321 | 291 |
309 | 333 |
321 | 382 |
291 | 290 |
341 | 236 |
340 | 269 |
354 | 349 |
375 | 308 |
378 | 362 |
256 | 315 |
404 | 277 |
301 | |
318 | |
322 |
1.
A) What is the mean amount of time required to finish the procedure using the CURRENT process? (Round to the nearest TENTH of a second)
B) What is the mean amount of time required to finish the procedure using the NEW process? (Round to the nearest TENTH of a second)
C) What is the standard deviation for the amount of time required to finish the procedure using the CURRENT process?
(Round to the nearest tenth of a second)
D) What is the standard deviation for the amount of time required to finish the procedure using the NEW process?
(Round to the nearest tenth of a second)
E) Now run the appropriate test. (Round to FOUR places)
F) Report the appropriate p-value: (Round to FOUR places)
Solution-A:
mean=sum of values/total
=8143/25
=325.72
=325.7
(ronded to nearest tenth)
mean amount of time required to finish the procedure using the CURRENT process=325.7
Solution-b:
mean=sum of values/total
=6552/22
=297.818
=297.8
mean amount of time required to finish the procedure using the NEW process=297.8
C) What is the standard deviation for the amount of time required to finish the procedure using the CURRENT process
standard deviation for the amount of time required to finish the procedure using the CURRENT process
s=37.7
Solution-d:
standard deviation for the amount of time required to finish the procedure using the NEW process
42.8 seconds