TABLES Cumulative normal distribution Critical values of the t distribution A(z) is the integral of the standardized normal distribution from ?
StatistialTables.pdf
Confidence Interval Critical Values, z?/2 Level of Confidence Critical Value, z ?/2 0 90 or 90 1 645 0 95 or 95 1 96 0 98 or 98 2 33 0 99 or 99
distribution_tables_normal_studentt_chisquared.pdf
STANDARD NORMAL DISTRIBUTION: Table Values Represent AREA to the LEFT of the Z score Z 00 01 02 03 04 05 06 07 08 09 -3 9
standardnormaltable.pdf
sTATss Table A-1 Standard normal (z-score) probabilities (upper tail) Table A-2 Critical values of the Student's t-distribution Degrees
TABLES_z_t_chi-square_F-1.pdf
Example: If z = +0 49, then ?(z) = 0 6879 Page 3 3 TABLE 2 T-DISTRIBUTION Critical values for different
ci_23_-_41_cumulative_distribution_table.pdf
/file/tutorial-10-reading-tables.pdf
1.43999
For N greater than 50, the table (critical) value can be calculated from: N z 2 2 N z is the (1-?) percentile of a standard normal distribution,
appi.pdf
Table entry for z is the a~a Critical value z0 for a left-tailed test Standard Normal Table z 0 Table entry f« z is the area to the left of z
standard_normal_distribution_table.pdf
cumulative distribution function at Z, or P[Z < z] Table 2: Critical values (percentiles) for the standard normal distribution
Normal.pdf