distributions are inherently TWO ended ... at least i have never seen one
that had, say ... an upper end but no lower end ...
how a particular significance TEST uses a distribution ... one end or both
... is a function of how the test statistic is defined
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- Two sided test with the chi-square distribution? rjkim
- Re: Two sided test with the chi-square distribution? Donald Burrill
- Re: Two sided test with the chi-square distribution? Rich Ulrich
- Re: Two sided test with the chi-square distributio... Alan McLean
- Re: Two sided test with the chi-square distrib... dennis roberts
- Re: Two sided test with the chi-square dis... Alan McLean
- Re: Two sided test with the chi-square distrib... Glen Barnett
- Re: Two sided test with the chi-square distribution? Rich Strauss
- Re: Two sided test with the chi-square distributio... dennis roberts
- Re: Two sided test with the chi-square distrib... Donald Burrill
- Re: Two sided test with the chi-square dis... Thom Baguley
- Re: Two sided test with the chi-squar... jim clark
- Re: Two sided test with the chi-s... Thom Baguley
- Re: Two sided test with the chi-s... Donald Burrill
- Re: Two sided test with the c... jim clark
