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Statistical evaluation of a parallel group  design - confidence interval
A parallel design with two products (T with nT subjects
and R with nR subjects) can be analysed, after loge-transformation, using the 90% c.i. of the ratio (T/R) of the means of the test product to the reference product (4,6).
The 90% c.i. of the ratio (T/R) is given by (eL, eU), where
L=(lnT -lnR)-t 100,nT +nR-2 *v'{s2( linT + I/nR)) and
U=(lnT-lnR)+t I0%,nT+nR_2 *v'(s2(l/nT + I/nR))¡¤
InT and InR are the means on the loge-transformed data,
S2 = [(nT-l)s/+(nR-l)sR 2] I (nT+nR-2) , ~2 and SR 2 are the
variances for the test and reference poducts, respectively.

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