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Author's title

Author

*Unverified author*

R Software Module

perc.wasp

Title produced by software

Percentiles and Normal Probability Plot

Date of computation

Sat, 20 Oct 2007 07:49:00 -0700

Cite this page as follows

Statistical Computations at FreeStatistics.org, Office for Research Development and Education, URL https://freestatistics.org/blog/index.php?v=date/2007/Oct/20/3ihutoj5bmj94xb1192891521.htm/, Retrieved Thu, 02 May 2024 15:00:41 +0000

Statistical Computations at FreeStatistics.org, Office for Research Development and Education, URL https://freestatistics.org/blog/index.php?pk=1096, Retrieved Thu, 02 May 2024 15:00:41 +0000

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Paste this QR Code to cite your computation.

Original text written by user:

IsPrivate?

No (this computation is public)

User-defined keywords

Estimated Impact

492

Family? (F = Feedback message, R = changed R code, M = changed R Module, P = changed Parameters, D = changed Data)

F       [Percentiles and Normal Probability Plot] [Q6 P(a
- RMPD    [Percentiles] [confidence interv...] [2008-10-17 12:08:08] [1df53680523b3d683eb04eb09d7bca8b] 
F   P       [Percentiles] [confidence interv...] [2008-10-19 16:09:53] [74be16979710d4c4e7c6647856088456] 
F             [Percentiles] [Vraag 6] [2008-10-21 05:39:09] [645b47e0eb1e1e0301fa1dba1a86991a] 
-   P       [Percentiles] [] [2008-10-20 14:27:01] [4c8dfb519edec2da3492d7e6be9a5685] 
- RMPD    [Back to Back Histogram] [BTB histogram Bel...] [2008-10-17 14:17:08] [252acdb58d8522ab27f61fa1e87b5efe] 
- RMPD    [Back to Back Histogram] [BTB histogram Bel...] [2008-10-17 14:25:09] [252acdb58d8522ab27f61fa1e87b5efe] 
- RMPD    [Back to Back Histogram] [BTB histogram Bel...] [2008-10-17 14:31:17] [252acdb58d8522ab27f61fa1e87b5efe] 
F RM D    [Percentiles] [Percentielen van ...] [2008-10-17 16:36:35] [cf45c678b7899ee33d7b061948f80651] 
- RM D    [Percentiles] [80% betrouwbaarhe...] [2008-10-18 15:16:42] [d32f94eec6fe2d8c421bd223368a5ced] 
F           [Percentiles] [Q6] [2008-10-20 14:04:45] [e562c84ebfc887cc5a7a99782625ca3b] 
F             [Percentiles] [Q6 Percentielen] [2008-10-20 18:12:01] [23bfa928dab4b48567707937094f7011] 
F RM D    [Percentiles] [Investigating Ass...] [2008-10-19 09:36:18] [6743688719638b0cb1c0a6e0bf433315] 
-           [Percentiles] [Q6 - percetiles] [2008-10-20 18:09:39] [b187fac1a1b0cb3920f54366df47fea3] 
F           [Percentiles] [Investigating Ass...] [2008-10-27 08:04:01] [33f4701c7363e8b81858dafbf0350eed] 
F RM D    [Percentiles] [Percentiles Total...] [2008-10-19 09:49:15] [4396f984ebeab43316cd6baa88a4fd40] 
F RM D    [Percentiles] [Percentielen (Q6)...] [2008-10-19 12:56:57] [93834488277b53a4510bfd06084ae13b] 
F           [Percentiles] [Task 1 Q6] [2008-10-19 14:33:49] [86761fc994bdf34e4f4ab5b8e1d9e1c3] 
F RM D    [Percentiles] [Q6 Percentiles] [2008-10-20 09:57:11] [38f43994ada0e6172896e12525dcc585] 
-           [Percentiles] [Compute a and b i...] [2008-10-21 06:44:08] [cd4f4e2e27ac3340ba571e82a95c1ca6] 
F RM D    [Percentiles] [80 % confidence i...] [2008-10-20 13:30:09] [1d988b04e8982749ec309eda662241b4] 
F RM D    [Percentiles] [Confidence interv...] [2008-10-20 13:39:24] [a7f04e0e73ce3683561193958d653479] 
- RM D    [Percentiles] [Percentiles] [2008-10-20 14:02:47] [1ce0d16c8f4225c977b42c8fa93bc163] 
F RM D    [Percentiles] [Totale productie ...] [2008-10-20 14:03:45] [1376d48f59a7212e8dd85a587491a69b] 
F R P       [Percentiles] [Q6] [2008-10-20 15:21:00] [135a75983a35e9dc23fc7f7955d2ce4a] 
F RMPD    [Harrell-Davis Quantiles] [Harrel Davis Quan...] [2008-10-20 14:10:05] [1ce0d16c8f4225c977b42c8fa93bc163] 
- RM D    [Percentiles] [Task 2 vraag 2] [2008-10-20 16:42:56] [e5d91604aae608e98a8ea24759233f66] 
- RM D    [Percentiles] [Reproduce Q6] [2008-10-20 17:15:32] [063e4b67ad7d3a8a83eccec794cd5aa7] 
F RM D    [Percentiles] [Q6-Percentiles] [2008-10-20 18:14:35] [b187fac1a1b0cb3920f54366df47fea3] 
F           [Percentiles] [task 1 Q6] [2008-10-20 19:19:48] [1e82cb4c98d4057b5653dbe7a07f2cda] 
F RM D    [Percentiles] [percentiles] [2008-10-20 18:35:37] [7173087adebe3e3a714c80ea2417b3eb] 
F RM D    [Percentiles] [�	Q6: Compute a a...] [2008-10-20 18:37:02] [491a70d26f8c977398d8a0c1c87d3dd4] 
F RM D    [Percentiles] [Q6 Percentiles] [2008-10-20 18:53:19] [2d4aec5ed1856c4828162be37be304d9] 
F RM D    [Percentiles] [Totale productie-...] [2008-10-20 20:15:26] [dff692ae32125bdbbfc005d665e23b83] 
F  M D    [Percentiles] [Q6 Percentiles To...] [2008-10-26 19:03:16] [d134696a922d84037f02d49ded84b0bd] 
F RM D    [Tukey lambda PPCC Plot] [Q1 investigating ...] [2008-10-27 19:50:59] [3754dd41128068acfc463ebbabce5a9c] 

Feedback Forum

2008-10-22 13:22:33 [Ellen Smolders] [reply] 
De student heeft deze opdracht goed uitgevoerd, de grafiek en de oplossing is correct.
2008-10-24 15:42:01 [Bob Leysen] [reply] 
De opdracht is correct uitgevoerd. Vanboven staat 'unverified author'.
2008-10-26 13:30:04 [Natascha Meeus] [reply] 
De opdracht is inderdaad goed uitgevoerd. De grafiek en het antwoord zijn correct.
2008-10-27 08:06:55 [Jeroen Michel] [reply] 
Hier is geen juiste output weergegeven (use of percentiles). Hier is wel degelijk de fout gemaakt door een verkeerde blog uit te voeren (unverified author). Ondertussen weet ik waar de fout is ingeslopen bij het posten. Statistical Computations at FreeStatistics.org, Office for Research Development and Education, URL http://www.freestatistics.org/blog/date/2008/Oct/27/t122509469072bx1sw4de0r4nl.htm , Retrieved Mon, 27 Oct 2008 08:04:55 +0000. De voorgaande link is correct. Dit geeft echter de juiste output weer waar tevens de grafiek is op waar te nemen. Voorts zie ik dus niet in waarom de voorgaande studenten melden dat de juiste grafiek is waar te nemen. Door de foute blog was deze echter niet waar te nemen.
2008-10-27 18:36:31 [Jeroen Aerts] [reply] 
Geweldig dat je de oplossing hebt gevonden Jeroen Michel, ik heb het even nagekeken en je hebt gelijk. Je berekening in de posts klopt. 
2008-10-27 20:17:47 [Dries Van Gheluwe] [reply] 
Hier moet ik toch de uitleg van Jeroen volgen en die oplossing weergeven.
2008-10-28 06:54:06 [An De Koninck] [reply] 
Vraag 6 werd goed beantwoord, maar er kon bij vermeld worden dat de cijfergegevens van klein naar groot worden geordend en dat dus de chronologie wegvalt. 

Post a new message

Dataseries X:

Download CSV

Histogram

Boxplots

Percentiles - Ungrouped Data
%	Weighted Average at Xnp	Weighted Average at X(n+1)p	Empirical Distribution Function	Empirical Distribution Function - Averaging	Empirical Distribution Function - Interpolation	Closest Observation	True Basic - Statistics Graphics Toolkit	MS Excel (old versions)
0.02	80.9220	80.9240	81.0000	81.0000	82.0000	80.9000	80.9760	80.9000
0.04	83.2000	83.4000	86.0000	86.0000	86.5600	81.0000	83.6000	81.0000
0.06	86.9240	87.0080	87.4000	87.4000	87.4000	87.4000	86.3920	87.4000
0.08	87.4000	87.4000	87.4000	87.4000	89.4000	87.4000	87.4000	87.4000
0.10	89.9800	90.0600	90.7000	90.7000	90.7000	89.9000	90.5400	89.9000
0.12	91.1160	91.2720	92.0000	92.0000	92.0200	90.7000	91.4280	90.7000
0.14	92.0540	92.0680	92.1000	92.1000	93.1000	92.1000	92.0320	92.1000
0.16	94.0000	94.4000	94.6000	94.6000	94.6600	94.6000	92.3000	94.6000
0.18	94.6980	94.7640	94.7000	94.7000	95.0200	94.7000	95.0360	94.7000
0.20	95.2200	95.3400	95.7000	95.7000	95.7000	95.1000	95.4600	95.1000
0.22	95.7840	95.8280	95.9000	95.9000	95.9400	95.7000	95.7720	95.9000
0.24	96.0280	96.0760	96.1000	96.1000	96.1400	96.1000	95.9240	96.1000
0.26	96.1860	96.2240	96.2000	96.2000	96.3200	96.2000	96.3760	96.2000
0.28	96.4320	96.5440	96.8000	96.8000	96.7200	96.4000	96.6560	96.4000
0.30	96.8300	96.8600	96.9000	96.9000	96.9000	96.8000	96.8400	96.9000
0.32	96.9520	96.9840	97.0000	97.0000	97.0000	97.0000	96.9160	97.0000
0.34	97.0000	97.0320	97.0000	97.0000	97.1600	97.0000	97.3680	97.0000
0.36	97.3840	97.4000	97.4000	97.4000	97.4000	97.4000	97.4000	97.4000
0.38	97.5260	97.7920	98.1000	98.1000	97.9600	97.4000	97.7080	98.1000
0.40	98.1000	98.1000	98.1000	98.1000	98.1000	98.1000	98.1000	98.1000
0.42	98.4100	98.6160	98.6000	98.6000	98.6800	98.6000	98.9840	98.6000
0.44	98.9360	99.4760	99.0000	99.0000	99.6800	99.0000	100.2240	99.0000
0.46	100.7180	100.8560	101.0000	101.0000	100.8800	100.7000	100.8440	101.0000
0.48	101.1680	101.4560	101.6000	101.6000	101.4800	101.0000	101.1440	101.6000
0.50	101.6500	101.7000	101.7000	101.7000	101.7000	101.7000	101.7000	101.7000
0.52	101.8440	101.9240	101.9000	101.9000	101.9200	101.9000	101.9760	101.9000
0.54	101.9940	102.1440	102.0000	102.0000	102.1200	102.0000	102.1560	102.0000
0.56	102.3000	102.3000	102.3000	102.3000	102.3000	102.3000	102.3000	102.3000
0.58	102.4520	102.6840	102.7000	102.7000	102.6200	102.3000	102.3160	102.7000
0.60	102.7600	102.8200	102.8000	102.8000	102.8000	102.8000	102.8800	102.8000
0.62	102.8820	102.9880	102.9000	102.9000	102.9400	102.9000	103.0120	102.9000
0.64	103.1320	103.6440	103.9000	103.9000	103.4200	103.1000	103.3560	103.9000
0.66	104.0560	104.4520	104.5000	104.5000	104.2600	103.9000	103.9480	104.5000
0.68	104.5960	104.7000	104.7000	104.7000	104.6600	104.5000	104.7000	104.7000
0.70	104.7000	104.9800	104.7000	104.7000	104.7000	104.7000	105.1200	104.7000
0.72	105.3440	105.7200	105.4000	105.4000	105.5000	105.4000	105.5800	105.9000
0.74	105.9140	105.9880	106.0000	106.0000	105.9400	105.9000	105.9120	106.0000
0.76	106.0720	106.2840	106.2000	106.2000	106.1200	106.0000	106.8160	106.2000
0.78	106.6060	107.5840	106.9000	106.9000	106.7600	106.9000	108.1160	106.9000
0.80	108.4200	109.1600	108.8000	108.8000	108.8000	108.8000	109.0400	109.4000
0.82	109.4080	109.7360	109.8000	109.8000	109.4800	109.4000	109.4640	109.8000
0.84	109.9200	110.3080	110.3000	110.3000	110.0000	109.8000	110.3920	110.3000
0.86	110.3460	110.7200	110.4000	110.4000	110.3600	110.3000	111.0800	110.4000
0.88	111.0800	111.5680	111.4000	111.4000	111.2000	111.4000	111.5320	111.7000
0.90	111.6700	112.4200	111.7000	111.7000	111.7000	111.7000	111.8800	112.6000
0.92	112.6120	112.7200	112.7000	112.7000	112.6200	112.6000	113.1800	112.7000
0.94	112.8700	113.3960	113.2000	113.2000	112.9000	112.7000	113.7040	113.2000
0.96	113.5920	114.0040	113.9000	113.9000	113.6200	113.9000	113.9960	114.1000
0.98	114.0560	115.1640	114.1000	114.1000	114.0600	114.1000	114.4360	115.5000

\begin{tabular}{lllllllll}
\hline

Percentiles - Ungrouped Data \tabularnewline

%

Weighted Average at Xnp

Weighted Average at X(n+1)p

Empirical Distribution Function

Empirical Distribution Function - Averaging

Empirical Distribution Function - Interpolation

Closest Observation

True Basic - Statistics Graphics Toolkit

MS Excel (old versions) \tabularnewline

0.02

80.9220

80.9240

81.0000

82.0000

80.9000

80.9760

80.9000 \tabularnewline

0.04

83.2000

83.4000

86.0000

86.5600

81.0000

83.6000

81.0000 \tabularnewline

0.06

86.9240

87.0080

87.4000

86.3920

87.4000 \tabularnewline

0.08

87.4000

89.4000

87.4000

87.4000 \tabularnewline

0.10

89.9800

90.0600

90.7000

89.9000

90.5400

89.9000 \tabularnewline

0.12

91.1160

91.2720

92.0000

92.0200

90.7000

91.4280

90.7000 \tabularnewline

0.14

92.0540

92.0680

92.1000

93.1000

92.1000

92.0320

92.1000 \tabularnewline

0.16

94.0000

94.4000

94.6000

94.6600

94.6000

92.3000

94.6000 \tabularnewline

0.18

94.6980

94.7640

94.7000

95.0200

94.7000

95.0360

94.7000 \tabularnewline

0.20

95.2200

95.3400

95.7000

95.1000

95.4600

95.1000 \tabularnewline

0.22

95.7840

95.8280

95.9000

95.9400

95.7000

95.7720

95.9000 \tabularnewline

0.24

96.0280

96.0760

96.1000

96.1400

96.1000

95.9240

96.1000 \tabularnewline

0.26

96.1860

96.2240

96.2000

96.3200

96.2000

96.3760

96.2000 \tabularnewline

0.28

96.4320

96.5440

96.8000

96.7200

96.4000

96.6560

96.4000 \tabularnewline

0.30

96.8300

96.8600

96.9000

96.8000

96.8400

96.9000 \tabularnewline

0.32

96.9520

96.9840

97.0000

96.9160

97.0000 \tabularnewline

0.34

97.0000

97.0320

97.0000

97.1600

97.0000

97.3680

97.0000 \tabularnewline

0.36

97.3840

97.4000

97.4000 \tabularnewline

0.38

97.5260

97.7920

98.1000

97.9600

97.4000

97.7080

98.1000 \tabularnewline

0.40

98.1000

98.1000 \tabularnewline

0.42

98.4100

98.6160

98.6000

98.6800

98.6000

98.9840

98.6000 \tabularnewline

0.44

98.9360

99.4760

99.0000

99.6800

99.0000

100.2240

99.0000 \tabularnewline

0.46

100.7180

100.8560

101.0000

100.8800

100.7000

100.8440

101.0000 \tabularnewline

0.48

101.1680

101.4560

101.6000

101.4800

101.0000

101.1440

101.6000 \tabularnewline

0.50

101.6500

101.7000

101.7000 \tabularnewline

0.52

101.8440

101.9240

101.9000

101.9200

101.9000

101.9760

101.9000 \tabularnewline

0.54

101.9940

102.1440

102.0000

102.1200

102.0000

102.1560

102.0000 \tabularnewline

0.56

102.3000

102.3000 \tabularnewline

0.58

102.4520

102.6840

102.7000

102.6200

102.3000

102.3160

102.7000 \tabularnewline

0.60

102.7600

102.8200

102.8000

102.8800

102.8000 \tabularnewline

0.62

102.8820

102.9880

102.9000

102.9400

102.9000

103.0120

102.9000 \tabularnewline

0.64

103.1320

103.6440

103.9000

103.4200

103.1000

103.3560

103.9000 \tabularnewline

0.66

104.0560

104.4520

104.5000

104.2600

103.9000

103.9480

104.5000 \tabularnewline

0.68

104.5960

104.7000

104.6600

104.5000

104.7000

104.7000 \tabularnewline

0.70

104.7000

104.9800

104.7000

105.1200

104.7000 \tabularnewline

0.72

105.3440

105.7200

105.4000

105.5000

105.4000

105.5800

105.9000 \tabularnewline

0.74

105.9140

105.9880

106.0000

105.9400

105.9000

105.9120

106.0000 \tabularnewline

0.76

106.0720

106.2840

106.2000

106.1200

106.0000

106.8160

106.2000 \tabularnewline

0.78

106.6060

107.5840

106.9000

106.7600

106.9000

108.1160

106.9000 \tabularnewline

0.80

108.4200

109.1600

108.8000

109.0400

109.4000 \tabularnewline

0.82

109.4080

109.7360

109.8000

109.4800

109.4000

109.4640

109.8000 \tabularnewline

0.84

109.9200

110.3080

110.3000

110.0000

109.8000

110.3920

110.3000 \tabularnewline

0.86

110.3460

110.7200

110.4000

110.3600

110.3000

111.0800

110.4000 \tabularnewline

0.88

111.0800

111.5680

111.4000

111.2000

111.4000

111.5320

111.7000 \tabularnewline

0.90

111.6700

112.4200

111.7000

111.8800

112.6000 \tabularnewline

0.92

112.6120

112.7200

112.7000

112.6200

112.6000

113.1800

112.7000 \tabularnewline

0.94

112.8700

113.3960

113.2000

112.9000

112.7000

113.7040

113.2000 \tabularnewline

0.96

113.5920

114.0040

113.9000

113.6200

113.9000

113.9960

114.1000 \tabularnewline

0.98

114.0560

115.1640

114.1000

114.0600

114.1000

114.4360

115.5000 \tabularnewline \hline \end{tabular} %Source: https://freestatistics.org/blog/index.php?pk=1096&T=0

[TABLE]

[ROW][C]Percentiles - Ungrouped Data[/C][/ROW]

[ROW][C]%[/C]

Weighted Average at Xnp[/C]

Weighted Average at X(n+1)p[/C]

Empirical Distribution Function[/C]

Empirical Distribution Function - Averaging[/C]

Empirical Distribution Function - Interpolation[/C]

Closest Observation[/C]

True Basic - Statistics Graphics Toolkit[/C]

MS Excel (old versions)[/C][/ROW] [ROW]

0.02[/C]

80.9220[/C]

80.9240[/C]

81.0000[/C]

82.0000[/C]

80.9000[/C]

80.9760[/C]

80.9000[/C][/ROW] [ROW]

0.04[/C]

83.2000[/C]

83.4000[/C]

86.0000[/C]

86.5600[/C]

81.0000[/C]

83.6000[/C]

81.0000[/C][/ROW] [ROW]

0.06[/C]

86.9240[/C]

87.0080[/C]

87.4000[/C]

86.3920[/C]

87.4000[/C][/ROW] [ROW]

0.08[/C]

87.4000[/C]

89.4000[/C]

87.4000[/C]

87.4000[/C][/ROW] [ROW]

0.10[/C]

89.9800[/C]

90.0600[/C]

90.7000[/C]

89.9000[/C]

90.5400[/C]

89.9000[/C][/ROW] [ROW]

0.12[/C]

91.1160[/C]

91.2720[/C]

92.0000[/C]

92.0200[/C]

90.7000[/C]

91.4280[/C]

90.7000[/C][/ROW] [ROW]

0.14[/C]

92.0540[/C]

92.0680[/C]

92.1000[/C]

93.1000[/C]

92.1000[/C]

92.0320[/C]

92.1000[/C][/ROW] [ROW]

0.16[/C]

94.0000[/C]

94.4000[/C]

94.6000[/C]

94.6600[/C]

94.6000[/C]

92.3000[/C]

94.6000[/C][/ROW] [ROW]

0.18[/C]

94.6980[/C]

94.7640[/C]

94.7000[/C]

95.0200[/C]

94.7000[/C]

95.0360[/C]

94.7000[/C][/ROW] [ROW]

0.20[/C]

95.2200[/C]

95.3400[/C]

95.7000[/C]

95.1000[/C]

95.4600[/C]

95.1000[/C][/ROW] [ROW]

0.22[/C]

95.7840[/C]

95.8280[/C]

95.9000[/C]

95.9400[/C]

95.7000[/C]

95.7720[/C]

95.9000[/C][/ROW] [ROW]

0.24[/C]

96.0280[/C]

96.0760[/C]

96.1000[/C]

96.1400[/C]

96.1000[/C]

95.9240[/C]

96.1000[/C][/ROW] [ROW]

0.26[/C]

96.1860[/C]

96.2240[/C]

96.2000[/C]

96.3200[/C]

96.2000[/C]

96.3760[/C]

96.2000[/C][/ROW] [ROW]

0.28[/C]

96.4320[/C]

96.5440[/C]

96.8000[/C]

96.7200[/C]

96.4000[/C]

96.6560[/C]

96.4000[/C][/ROW] [ROW]

0.30[/C]

96.8300[/C]

96.8600[/C]

96.9000[/C]

96.8000[/C]

96.8400[/C]

96.9000[/C][/ROW] [ROW]

0.32[/C]

96.9520[/C]

96.9840[/C]

97.0000[/C]

96.9160[/C]

97.0000[/C][/ROW] [ROW]

0.34[/C]

97.0000[/C]

97.0320[/C]

97.0000[/C]

97.1600[/C]

97.0000[/C]

97.3680[/C]

97.0000[/C][/ROW] [ROW]

0.36[/C]

97.3840[/C]

97.4000[/C]

97.4000[/C][/ROW] [ROW]

0.38[/C]

97.5260[/C]

97.7920[/C]

98.1000[/C]

97.9600[/C]

97.4000[/C]

97.7080[/C]

98.1000[/C][/ROW] [ROW]

0.40[/C]

98.1000[/C]

98.1000[/C][/ROW] [ROW]

0.42[/C]

98.4100[/C]

98.6160[/C]

98.6000[/C]

98.6800[/C]

98.6000[/C]

98.9840[/C]

98.6000[/C][/ROW] [ROW]

0.44[/C]

98.9360[/C]

99.4760[/C]

99.0000[/C]

99.6800[/C]

99.0000[/C]

100.2240[/C]

99.0000[/C][/ROW] [ROW]

0.46[/C]

100.7180[/C]

100.8560[/C]

101.0000[/C]

100.8800[/C]

100.7000[/C]

100.8440[/C]

101.0000[/C][/ROW] [ROW]

0.48[/C]

101.1680[/C]

101.4560[/C]

101.6000[/C]

101.4800[/C]

101.0000[/C]

101.1440[/C]

101.6000[/C][/ROW] [ROW]

0.50[/C]

101.6500[/C]

101.7000[/C]

101.7000[/C][/ROW] [ROW]

0.52[/C]

101.8440[/C]

101.9240[/C]

101.9000[/C]

101.9200[/C]

101.9000[/C]

101.9760[/C]

101.9000[/C][/ROW] [ROW]

0.54[/C]

101.9940[/C]

102.1440[/C]

102.0000[/C]

102.1200[/C]

102.0000[/C]

102.1560[/C]

102.0000[/C][/ROW] [ROW]

0.56[/C]

102.3000[/C]

102.3000[/C][/ROW] [ROW]

0.58[/C]

102.4520[/C]

102.6840[/C]

102.7000[/C]

102.6200[/C]

102.3000[/C]

102.3160[/C]

102.7000[/C][/ROW] [ROW]

0.60[/C]

102.7600[/C]

102.8200[/C]

102.8000[/C]

102.8800[/C]

102.8000[/C][/ROW] [ROW]

0.62[/C]

102.8820[/C]

102.9880[/C]

102.9000[/C]

102.9400[/C]

102.9000[/C]

103.0120[/C]

102.9000[/C][/ROW] [ROW]

0.64[/C]

103.1320[/C]

103.6440[/C]

103.9000[/C]

103.4200[/C]

103.1000[/C]

103.3560[/C]

103.9000[/C][/ROW] [ROW]

0.66[/C]

104.0560[/C]

104.4520[/C]

104.5000[/C]

104.2600[/C]

103.9000[/C]

103.9480[/C]

104.5000[/C][/ROW] [ROW]

0.68[/C]

104.5960[/C]

104.7000[/C]

104.6600[/C]

104.5000[/C]

104.7000[/C]

104.7000[/C][/ROW] [ROW]

0.70[/C]

104.7000[/C]

104.9800[/C]

104.7000[/C]

105.1200[/C]

104.7000[/C][/ROW] [ROW]

0.72[/C]

105.3440[/C]

105.7200[/C]

105.4000[/C]

105.5000[/C]

105.4000[/C]

105.5800[/C]

105.9000[/C][/ROW] [ROW]

0.74[/C]

105.9140[/C]

105.9880[/C]

106.0000[/C]

105.9400[/C]

105.9000[/C]

105.9120[/C]

106.0000[/C][/ROW] [ROW]

0.76[/C]

106.0720[/C]

106.2840[/C]

106.2000[/C]

106.1200[/C]

106.0000[/C]

106.8160[/C]

106.2000[/C][/ROW] [ROW]

0.78[/C]

106.6060[/C]

107.5840[/C]

106.9000[/C]

106.7600[/C]

106.9000[/C]

108.1160[/C]

106.9000[/C][/ROW] [ROW]

0.80[/C]

108.4200[/C]

109.1600[/C]

108.8000[/C]

109.0400[/C]

109.4000[/C][/ROW] [ROW]

0.82[/C]

109.4080[/C]

109.7360[/C]

109.8000[/C]

109.4800[/C]

109.4000[/C]

109.4640[/C]

109.8000[/C][/ROW] [ROW]

0.84[/C]

109.9200[/C]

110.3080[/C]

110.3000[/C]

110.0000[/C]

109.8000[/C]

110.3920[/C]

110.3000[/C][/ROW] [ROW]

0.86[/C]

110.3460[/C]

110.7200[/C]

110.4000[/C]

110.3600[/C]

110.3000[/C]

111.0800[/C]

110.4000[/C][/ROW] [ROW]

0.88[/C]

111.0800[/C]

111.5680[/C]

111.4000[/C]

111.2000[/C]

111.4000[/C]

111.5320[/C]

111.7000[/C][/ROW] [ROW]

0.90[/C]

111.6700[/C]

112.4200[/C]

111.7000[/C]

111.8800[/C]

112.6000[/C][/ROW] [ROW]

0.92[/C]

112.6120[/C]

112.7200[/C]

112.7000[/C]

112.6200[/C]

112.6000[/C]

113.1800[/C]

112.7000[/C][/ROW] [ROW]

0.94[/C]

112.8700[/C]

113.3960[/C]

113.2000[/C]

112.9000[/C]

112.7000[/C]

113.7040[/C]

113.2000[/C][/ROW] [ROW]

0.96[/C]

113.5920[/C]

114.0040[/C]

113.9000[/C]

113.6200[/C]

113.9000[/C]

113.9960[/C]

114.1000[/C][/ROW] [ROW]

0.98[/C]

114.0560[/C]

115.1640[/C]

114.1000[/C]

114.0600[/C]

114.1000[/C]

114.4360[/C]

115.5000[/C][/ROW] [/TABLE] Source: https://freestatistics.org/blog/index.php?pk=1096&T=0

Globally Unique Identifier (entire table): ba.freestatistics.org/blog/index.php?pk=1096&T=0

As an alternative you can also use a QR Code:

The GUIDs for individual cells are displayed in the table below:

Percentiles - Ungrouped Data
%	Weighted Average at Xnp	Weighted Average at X(n+1)p	Empirical Distribution Function	Empirical Distribution Function - Averaging	Empirical Distribution Function - Interpolation	Closest Observation	True Basic - Statistics Graphics Toolkit	MS Excel (old versions)
0.02	80.9220	80.9240	81.0000	81.0000	82.0000	80.9000	80.9760	80.9000
0.04	83.2000	83.4000	86.0000	86.0000	86.5600	81.0000	83.6000	81.0000
0.06	86.9240	87.0080	87.4000	87.4000	87.4000	87.4000	86.3920	87.4000
0.08	87.4000	87.4000	87.4000	87.4000	89.4000	87.4000	87.4000	87.4000
0.10	89.9800	90.0600	90.7000	90.7000	90.7000	89.9000	90.5400	89.9000
0.12	91.1160	91.2720	92.0000	92.0000	92.0200	90.7000	91.4280	90.7000
0.14	92.0540	92.0680	92.1000	92.1000	93.1000	92.1000	92.0320	92.1000
0.16	94.0000	94.4000	94.6000	94.6000	94.6600	94.6000	92.3000	94.6000
0.18	94.6980	94.7640	94.7000	94.7000	95.0200	94.7000	95.0360	94.7000
0.20	95.2200	95.3400	95.7000	95.7000	95.7000	95.1000	95.4600	95.1000
0.22	95.7840	95.8280	95.9000	95.9000	95.9400	95.7000	95.7720	95.9000
0.24	96.0280	96.0760	96.1000	96.1000	96.1400	96.1000	95.9240	96.1000
0.26	96.1860	96.2240	96.2000	96.2000	96.3200	96.2000	96.3760	96.2000
0.28	96.4320	96.5440	96.8000	96.8000	96.7200	96.4000	96.6560	96.4000
0.30	96.8300	96.8600	96.9000	96.9000	96.9000	96.8000	96.8400	96.9000
0.32	96.9520	96.9840	97.0000	97.0000	97.0000	97.0000	96.9160	97.0000
0.34	97.0000	97.0320	97.0000	97.0000	97.1600	97.0000	97.3680	97.0000
0.36	97.3840	97.4000	97.4000	97.4000	97.4000	97.4000	97.4000	97.4000
0.38	97.5260	97.7920	98.1000	98.1000	97.9600	97.4000	97.7080	98.1000
0.40	98.1000	98.1000	98.1000	98.1000	98.1000	98.1000	98.1000	98.1000
0.42	98.4100	98.6160	98.6000	98.6000	98.6800	98.6000	98.9840	98.6000
0.44	98.9360	99.4760	99.0000	99.0000	99.6800	99.0000	100.2240	99.0000
0.46	100.7180	100.8560	101.0000	101.0000	100.8800	100.7000	100.8440	101.0000
0.48	101.1680	101.4560	101.6000	101.6000	101.4800	101.0000	101.1440	101.6000
0.50	101.6500	101.7000	101.7000	101.7000	101.7000	101.7000	101.7000	101.7000
0.52	101.8440	101.9240	101.9000	101.9000	101.9200	101.9000	101.9760	101.9000
0.54	101.9940	102.1440	102.0000	102.0000	102.1200	102.0000	102.1560	102.0000
0.56	102.3000	102.3000	102.3000	102.3000	102.3000	102.3000	102.3000	102.3000
0.58	102.4520	102.6840	102.7000	102.7000	102.6200	102.3000	102.3160	102.7000
0.60	102.7600	102.8200	102.8000	102.8000	102.8000	102.8000	102.8800	102.8000
0.62	102.8820	102.9880	102.9000	102.9000	102.9400	102.9000	103.0120	102.9000
0.64	103.1320	103.6440	103.9000	103.9000	103.4200	103.1000	103.3560	103.9000
0.66	104.0560	104.4520	104.5000	104.5000	104.2600	103.9000	103.9480	104.5000
0.68	104.5960	104.7000	104.7000	104.7000	104.6600	104.5000	104.7000	104.7000
0.70	104.7000	104.9800	104.7000	104.7000	104.7000	104.7000	105.1200	104.7000
0.72	105.3440	105.7200	105.4000	105.4000	105.5000	105.4000	105.5800	105.9000
0.74	105.9140	105.9880	106.0000	106.0000	105.9400	105.9000	105.9120	106.0000
0.76	106.0720	106.2840	106.2000	106.2000	106.1200	106.0000	106.8160	106.2000
0.78	106.6060	107.5840	106.9000	106.9000	106.7600	106.9000	108.1160	106.9000
0.80	108.4200	109.1600	108.8000	108.8000	108.8000	108.8000	109.0400	109.4000
0.82	109.4080	109.7360	109.8000	109.8000	109.4800	109.4000	109.4640	109.8000
0.84	109.9200	110.3080	110.3000	110.3000	110.0000	109.8000	110.3920	110.3000
0.86	110.3460	110.7200	110.4000	110.4000	110.3600	110.3000	111.0800	110.4000
0.88	111.0800	111.5680	111.4000	111.4000	111.2000	111.4000	111.5320	111.7000
0.90	111.6700	112.4200	111.7000	111.7000	111.7000	111.7000	111.8800	112.6000
0.92	112.6120	112.7200	112.7000	112.7000	112.6200	112.6000	113.1800	112.7000
0.94	112.8700	113.3960	113.2000	113.2000	112.9000	112.7000	113.7040	113.2000
0.96	113.5920	114.0040	113.9000	113.9000	113.6200	113.9000	113.9960	114.1000
0.98	114.0560	115.1640	114.1000	114.1000	114.0600	114.1000	114.4360	115.5000

Parameters (Session):

Parameters (R input):

R code (references can be found in the software module):

Free Statistics

Description of Statistical Computation

Tree of Dependent Computations

Dataset

Tables (Output of Computation)

Figures (Output of Computation)

Input Parameters & R Code