What are extremes, upper quartile, lower quartile, and the right whisker?
448879
the extremes are the max and minimum values, the upper quartile is the half of the upper half and the lower quartile is the half of the lower half. the right whisker is the line that connects the box the the highest number, or higher extreme
264914
In descriptive statistics, a percentile is any of the 99 values that divide the sorted data into 100 equal parts, so that each part represents 1/100th (or 1%) of the sample or population.  See also Quartile and Quantile.\n\nLets take height as an example.  5'4" is the median height of an American female.  This is the 50th percentile.  50% are shorter 50% are taller.  The 5th percentil would have all the very short people. 95th would have all the very tall people.
1027379
Goodness of Fit\nDegrees of Freedom\nR squared\nAbsolute Sum of Squares\nSy.x\n  \nThis section seems to tell the most about the overall fit, You would want sum of squares approaching one, along with r^2, not sure about what would be a good value for goodness of fit
570804
There is no "highest" number.  It is defined by the average, which is scored at 100.  It is measured by standard deviation and presented as a bell curve.\n\nP.S. Looks like llizzzie cut and pasted her entire essay here. Got an axe to grind instead of answering the question?
1050797
1.   5\n2.   3\n3.   5\n4.   5\n5.   4\n6.   3\n7.   4\n8.   2\n9.   1\n10.  5\n11.  5
1108444
a) 25pi\nb) 50pi\nc) 100pi
162510
The width of the box (more technically called the interquartile range) is used to define the maximum length of the lines (whiskers) that come out from the box.  That max length is 1.5 times the box width.  Anything beyond that is deemed to be an outlier, and shown as an individual point.\n\nThe wikipedia writeup on boxplots has a nice graphical example, I suggest you try the link below.  It shows both "mild" and "extreme" outliers.
67449
According to Mensa, 132 which is the 98th percentile
254447
gustatory and olfactory, respectively
991331
If there were extreme data points, for example out of a sample of ten, 5 data points had the value "5," two data points had the value "6," two had the value "4,"  and 1 had the value "10," the median value would be a value between the 5th and 6th data point, the mode would simply be the one with the most frequency, 5. Since the outlier 10 data point skews the mean upward, but the trend is lopsided towards higher numbers, the mean, median, and mode are very close.
89309
Included in the 4th quintile are those scores between those in the 3rd quintile and those in the 5th quintile.\n\n\nDivide a piece of paper into five equal parts (columns work). You have (from left to right) the 1st Quintile, 2nd quintile, 3rd quintile, 4th quintile, and 5th quintile. \n\n     The ingredients of a quintile are usually ordered data(lowest to highest and from left to right). For example, test scores, body weights, speeds, heights, monthly income, amount of sleep per night, ...\n\n     The first (or lowest) 20% of data or scores are put into the first quintile and the second 20% of scores are put into the second quintile and so on, so each quartile has 20% of the scores (the percentages can change for each quintile). \nSo, the 4th quintile includes all scores higher than those in the 3rd quintile but those less than than those in the 5th quintile. \n\nThe 5th quintile being the top 20% of the scores.
768633
order the data: 7,9,9,11,12,13,13,13,15,19\n\nfind the Median (middle point, as there are 10 data points it's the average of the 5th and 6th): 12.5\nLower Quartile: 9 (25th percentile, median of lower half, i.e. here 3rd observation)\nUpper Quartile: 13 (75th percentile, median of upper half, i.e. here 8th observation)\nmin. observation: 7\nmax observation: 19\n\nso it's:\n\n    12.5\n9          13\n7          19
760329
sift\nfist\nfigs\ngist\nhist\nsigh
971267
primary, secondary, tertiary, quadratic, quintatic, sextatic
52672
100 is average, and 125 is above average. I'd say 124 is close enough to also be above average.\n\n80 is the borderline for being mentally handicapped, and 150 and above is genius.
305377
130+ Very superior \n120-129 Superior\n110-119 High average\n90-109 Average\n80-89 Low average \n70-79 Borderline \nBelow 70 Extremely low
1043940
There are several.  Standard deviation, variance, range, and IQR are all measures of dispersion.  There are others, such as mean absolute deviation, median absolute deviation,...