Homework SourseThe American Society of PeriAnesthesia Nurses ASPAN wwwaspan
The American Society of PeriAnesthesia Nurses (ASPAN; www.aspan.org) is a national organization serving nurses practicing in ambulatory surgery, preanesthesia, and postanesthesia care. The organization\'s membership is listed below.
{C}
1.
value:
1.00 points
Required information
Find the mean, median, and standard deviation of the number of members per component. (Round your answers to 1 decimal places.)
References
eBook & Resources
WorksheetLearning Objective: 04-04 Construct and analyze a box plot.
Difficulty: 2 IntermediateLearning Objective: 04-05 Compute and interpret the coefficient of skewness.
eBook: Compute and interpret the coefficient of skewness.eBook: Construct and analyze a box plot.
Check my work
{C}
2.
value:
1.00 points
Required information
References
eBook & Resources
WorksheetLearning Objective: 04-04 Construct and analyze a box plot.
Difficulty: 2 IntermediateLearning Objective: 04-05 Compute and interpret the coefficient of skewness.
eBook: Compute and interpret the coefficient of skewness.eBook: Construct and analyze a box plot.
Check my work
{C}
3.
value:
1.00 points
Required information
References
eBook & Resources
WorksheetLearning Objective: 04-04 Construct and analyze a box plot.
Difficulty: 2 IntermediateLearning Objective: 04-05 Compute and interpret the coefficient of skewness.
eBook: Compute and interpret the coefficient of skewness.eBook: Construct and analyze a box plot.
Check my work
{C}
4.
value:
1.00 points
Required information
| State/Region | Membership | ||
| Alabama | 128 | ||
| Arizona | 388 | ||
| Maryland, Delaware, DC | 549 | ||
| Connecticut | 183 | ||
| Florida | 659 | ||
| Georgia | 533 | ||
| Hawaii | 69 | ||
| Maine | 110 | ||
| Minnesota, Dakotas | 212 | ||
| Missouri, Kansas | 216 | ||
| Mississippi | 134 | ||
| Nebraska | 112 | ||
| North Carolina | 387 | ||
| Nevada | 153 | ||
| New Jersey, Bermuda | 616 | ||
| Alaska, Idaho, Montana, Oregon, Washington | 579 | ||
| New York | 1,077 | ||
| Ohio | 767 | ||
| Oklahoma | 144 | ||
| Arkansas | 89 | ||
| Illinois | 644 | ||
| Indiana | 356 | ||
| Iowa | 106 | ||
| Kentucky | 172 | ||
| Louisiana | 302 | ||
| Michigan | 493 | ||
| Massachusetts | 442 | ||
| California | 1,186 | ||
| New Mexico | 93 | ||
| Pennsylvania | 500 | ||
| Rhode Island | 70 | ||
| Colorado | 484 | ||
| South Carolina | 316 | ||
| Texas | 787 | ||
| Tennessee | 199 | ||
| Utah | 44 | ||
| Virginia | 538 | ||
| Vermont, New Hampshire | 114 | ||
| Wisconsin | 373 | ||
| West Virginia | 47 | ||
Solution
Ascending order:
44
47
69
70
89
93
106
110
112
114 128
1,077
1,186
134
144
153
172
183
199
212
216
302
316
356
373
387
388
442
484
493
500
533
538
549
579
616
644
659
767
787
First quartile = 110
III quartile = 493
Median = 205.5
There is no outlier in the data
An outlier in a distribution is a number that is more than 1.5 times the length of the box away from either the lower or upper quartiles. Specically, if a number is less than Q1 - 1.5×IQR or greater than Q3 + 1.5×IQR, then it is an outlier.
