Using results below, tabulate and interpret relevant summary statistics in the report for private employees.

	Summary Stats.				Stepwise Calc.
	Mean	37.50266
	Standard Error	1.724434			x is wage	x
	Median	32.42105				4987.854
	Mode	27.16667			n is sample size	n
	Standard Deviation	19.88714				133
	Sample Variance	395.4984			mean is x/n	mean
	Kurtosis	1.503935				37.50266165
	Skewness	1.263652
	Range	97.57237			mode is no. that appears the most				mode
	Minimum	3.009027							27
	Maximum	100.5814			median position is n+1/2				median position
	Sum	4987.854							67
	Count	133			median is 67th value				median
	Largest(1)	100.5814							32.42105
	Smallest(1)	3.009027			calc. variance & standard dev.
	Confidence Level(95.0%)	3.411101			x		y is x - xbar		z is y^2
					3.009027		-34.49363465		1189.810832
					6.521739		-30.98092265		959.8175685
					9.2		-28.30266165		801.0406567
					10		-27.50266165		756.3963981
					10.56		-26.94266165		725.907017
					13.5		-24.00266165		576.1277665
					14.58333		-22.91933165		525.2957635
					16.26667		-21.23599165		450.9673415
					16.42857		-21.07409165		444.117339
					17.5		-20.00266165		400.1064732
					18		-19.50266165		380.3538116
					18.2		-19.30266165		372.5927469
					18.34211		-19.16055165		367.1267397
					19.18		-18.32266165		335.7199301
					19.18182		-18.32084165		335.6532389
					19.67442		-17.82824165		317.8462005
					19.90625		-17.59641165		309.6337031
					19.98333		-17.51933165		306.9269816
					20		-17.50266165		306.343165
					20.18421		-17.31845165		299.9287677
					20.83333		-16.66933165		277.8666178
					21		-16.50266165		272.3378417
					21.4		-16.10266165		259.2957123
					21.4186		-16.08406165		258.6970393
					21.48889		-16.01377165		256.4408826
					21.5		-16.00266165		256.08518
					21.81818		-15.68448165		246.0029648
					21.90476		-15.59790165		243.294536
					22		-15.50266165		240.3325184
					22.275		-15.22766165		231.8816795
					22.5		-15.00266165		225.0798567
					22.63158		-14.87108165		221.1490696
					22.64151		-14.86115165		220.8538285
					23.08		-14.42266165		208.0131692
					24.56		-12.94266165		167.5124907
					24.57143		-12.93123165		167.2167521
					24.95		-12.55266165		157.5693146
					25		-12.50266165		156.3165484
					25.56667		-11.93599165		142.4678968
					25.66667		-11.83599165		140.0906984
					26		-11.50266165		132.3112251
					26.24		-11.26266165		126.8475475
					26.31579		-11.18687165		125.1460974
					26.90476		-10.59790165		112.3155195
					27.16667		-10.33599165		106.8327235
					27.16667		-10.33599165		106.8327235
					27.34043		-10.16223165		103.2709522
					27.625		-9.877661654		97.56819975
					28		-9.502661654		90.30057851
					28		-9.502661654		90.30057851
					28.33333		-9.169331654		84.07664298
					28.33333		-9.169331654		84.07664298
					28.62		-8.882661654		78.90167806
					28.775		-8.727661654		76.17207795
					28.85		-8.652661654		74.8685537
					28.92105		-8.581611654		73.64405858
					29.08333		-8.419331654		70.8851455
					29.30909		-8.193571654		67.13461645
					29.69767		-7.804991654		60.91789472
					31		-6.502661654		42.28460859
					31.11111		-6.391551654		40.85193255
					31.125		-6.377661654		40.67456817
					31.2093		-6.293361654		39.60640091
					31.42857		-6.074091654		36.89458942
					31.66667		-5.835991654		34.05879859
					32.34375		-5.158911654		26.61436946
					32.42105		-5.081611654		25.822777
					32.5		-5.002661654		25.02662363
					33.18605		-4.316611654		18.63313617
					33.33333		-4.169331654		17.38332644
					33.4		-4.102661654		16.83183265
					34.375		-3.127661654		9.782267423
					34.87273		-2.629931654		6.916540505
					34.92		-2.582661654		6.67014122
					37.09302		-0.4096416541		0.1678062848
					37.44737		-0.05529165414		0.003057167017
					37.5		-0.002661654135		0.000007084402736
					37.6		0.09733834586		0.009474753576
					38.15789		0.6552283459		0.4293241852
					38.35		0.8473383459		0.7179822724
					38.35		0.8473383459		0.7179822724
					38.46154		0.9588783459		0.9194476822
					38.8		1.297338346		1.683086784
					38.85185		1.349188346		1.820309193
					39		1.497338346		2.242022122
					39.5		1.997338346		3.989360468
					39.85		2.347338346		5.50999731
					39.95		2.447338346		5.989464979
					40		-979.5144563		959448.57
					40.04546		2.542798346		6.465823428
					41.66667		4.164008346		17.3389655
					41.83636		4.333698346		18.78094135
					42.44186		4.939198346		24.3956803
					42.51351		5.010848346		25.10860115
					43.02222		5.519558346		30.46552433
					43.15		5.647338346		31.89243039
					43.16		5.657338346		32.00547716
					43.34286		5.840198346		34.10791672
					43.85965		6.356988346		40.41130083
					44.6		7.097338346		50.3722116
					44.75555		7.252888346		52.60438936
					44.86666		7.363998346		54.22847164
					46.02		8.517338346		72.5450525
					46.02		8.517338346		72.5450525
					46.42105		8.918388346		79.53765069
					47.95		10.44733835		109.1468785
					48.075		10.57233835		111.7743381
					48.2		10.69733835		114.4330477
					48.9		11.39733835		129.8993214
					49.02222		11.51955835		132.7002245
					50.92857		13.42590835		180.2550149
					52.94		15.43733835		238.3114152
					56.25		18.74733835		351.4626951
					56.4		18.89733835		357.1093966
					57.525		20.02233835		400.8940328
					61.38		23.87733835		570.1272865
					61.5		23.99733835		575.8722477
					61.72093		24.21826835		586.5245217
					68.94736		31.44469835		988.7690541
					70		32.49733835		1056.077
					70.21277		32.71010835		1069.951188
					70.83334		33.33067835		1110.934119
					73.1		35.59733835		1267.170497
					73.64		36.13733835		1305.907223
					78.26		40.75733835		1661.160629
					79.68571		42.18304835		1779.409568
					79.88889		42.38622835		1796.592353
					80		42.49733835		1806.023766
					87.5		49.99733835		2499.733842
					91.17647		53.67380835		2880.877702
					100		62.49733835		3905.9173
					100		62.49733835		3905.9173
					100.5814		63.07873835		3978.927231
					sum
					4987.853956		-982.0118386		1011648.126
					variance is (x - xbar)^2/n - 1	n - 1
						132
						(x-xbar)^2 is what we hv calc. previously as z
						so variance is
						7664.000958
					standard dev. is sqrt of variance	so standard dev. is
						87.54427998
					range is max - min value	so range is
						97.572373
					quartile calc.
					Q1 position is 1/4 (n+1)	Q1 position
						33.5
					then Q1 is 33th + 34th value/2	Q1
						22.860755
					Q2 = median = 32.42105
					Q3 position is 3/4 (n+1)	Q3 position
						100.5
					then Q3 is 100th + 101th value/2	Q3
						44.677775
					interquartile is Q3 - Q1	interquartile
						21.81702