title: Statistical Tables
author:  F. James Rohlf 
description: Created by the authors of Biometry, Fourth Edition, Statistical Tables is an excellent resource for students and researchers that can be used in conjunction with Biometry, Fourth Edition, or as a standalone supplement. Statistical Tables includes new tables and graphs important to the understanding of key concepts in statistics.<br /><br />NEW TO THIS EDITION<br />* Revised tables for the delta-corrected Kolmogorov-Smirnov test<br />* New graphs for estimating power and sample sizes in the analysis of variance, testing correlations, and goodness of fit tests<br />* New tables for the Shapiro-Wilk test for normality<br />* New table for Spearman's rank correlation coefficient<br />* New tables for one- and two-sided Dunnett's tests to compare means against a control<br />* New table for the maximum studentized range distribution used for multiple comparisons in two-way tables<br /><br />Please use the following ISBN to order a copy of Biometry, Fourth Edition, with Statistical Tables: 1-4641-1519-2.
zlib_text: 439 
  CHAPTER 14 
   
  Section 14.1 
   
  1. 
   
  a. 
  We reject Ho if the calculated 
  2
  χ
  value is greater than or equal to the tabled value of 
  2
  1
  , −
  k
  α
  χ
   from Table A.7.  Since 
  488
  .9
  25
  .
  12
  2
  4
  ,
  05
  .
  =
  ≥ χ
  , we would reject Ho. 
   
  b. Since 8.54 is not 
  344
  .
  11
  2
  3
  ,
  01
  .
  =
  ≥ χ
  , we would fail to reject Ho. 
   
  c. 
  Since 4.36 is not 
  605
  .4
  2
  2
  ,
  10
  .
  =
  ≥ χ
  , we would fail to reject Ho. 
   
  d. Since 10.20 is not 
  085
  .
  15
  2
  5
  ,
  01
  .
  =
  ≥ χ
  , we would fail to reject Ho. 
   
   
  2. 
   
  a. 
  In the d.f. = 2 row of Table A.7, our 
  2
  χ
  value of 7.5 falls between 
  378
  .7
  2
  2
  ,
  025
  .
  =
  χ
   and 
  210
  .9
  2
  2
  ,
  01
  .
  =
  χ
  , so the p-value is between .01 and .025, or .01 < p-value < .025. 
   
  b. With d.f. = 6, our 
  2
  χ
  value of 13.00 falls between 
  592
  .
  12
  2
  6
  ,
  05
  .
  =
  χ
   and 
  440
  .
  14
  2
  6,
  025
  .
  =
  χ
  , so .025 < p-value < .05. 
   
  c. 
  With d.f. = 9, our 
  2
  χ
  value of 18.00 falls between 
  919
  .
  16
  2
  9
  ,
  05
  .
  =
  χ
   and 
  022
  .
  19
  2
  9,
  025
  .
  =
  χ
  , so .025 < p-value < .05. 
   
  d. With k = 5, d.f. = k – 1 = 4, and o