Full text: An Introduction to the theory of statistics

SUPPLEMENTS—GOODNESS OF FIT. 
B.—x®=1 to x2=10 by steps of 01. 
3 r a > p A 
10 0-31731 2304 55 0°01902 106 
11 0-29427 2095 56 0°01796 99 
1-2 027332 1911 57 0°01697 94 
13 0-25421 1749 58 0°01603 89 
14 0-23672 1605 5-9 001514 & 
1 22067 1477 HY 0-01431 i 
16 0-20590 1361 v1! 0-01352 : 
1-7 2'19229 1258 “2 0°01278 ‘ 
18 0-17971 1163 oy 001207 f 
19 0-16808 1078 Ld 0-01141 
20 015730 1000 ( 0°01079 : 
2°1 014730 929 GL 001020 . 
2:2 0-13801 864 8 000964 
23 0°12937 803 £3 0°00912 £ 
“4 0-12134 749 L 0°00862 4 
wh 0-11385 699 iJ 000815 4: 
4 010686 651 i 0°00771 42 
’ 0-10035 609 ¥ 000729 39 
0-09426 568 i 0°00690 38 
: 0-08858 532 : 0°00652 35 
L 0°08326 497 i 000617 < 
H 007829 465 i 000584 ‘ 
Srv 0-07364 436 : 0°00552 
“ 5 0-06928 408 : 000522 ¢ 
od 0°06520 383 7 0°00494 2. 
Co 0-06137 359 8 000468 2 
. 005778 337 8 0°00443 oe 
: 0-05441 316 8-1 0°00419 2; 
: 0-05125 296 E 3 0°00396 7 
5-1 0-04829 279 & 0'00375 %) 
4-0 0-04550 262 f 0°00355 i 
4-1 004288 246 0°00336 ] 
42 004042 231 . 0-00318 1 
43 0-03811 217 000301 1 
44 0-0359+4 205 . 0:00285 1 
45 0-03389 192 9%; 000270 1: 
46 0 03197 181 9-1 0-00256 Li 
4-7 003016 170 9-2 0-00242 13 
{8 0-02846 160 a-3 0-00229 12 
4" 0 02686 151 “1 000217 1} 
b 0-02535 142 Le 0+00205 1) 
4 0-02393 134 9-6 0-00195 . 
52 0-02259 126 : 9-7 0-00184 1. 
53 002133 119 ¢-8 0-00174 
54 0-02014 112 9-9 0-00165 
55 0-01902 106 10:0 0°00157 
For values of P corresponding to x2=11 to x*=30, by units, see Table XV. (c), 
p- 30 of Tables for Statisticians and Biometricians. 
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