The formula =NORMINV(0.025,0,1) ( mean of 0 and SD of 1) gives the value -1.96 (rounded to 2 dp). This interprets as the value less than which only 2.5% of the area under the standard normal bell curve falls. Equivalently, a random value proposed to be drawn from the standard normal has a.025 probability of being less than -1.96. Are you looking for a different intepretation? Why do you have a problem with a negative value in this context? You can always make the result appear positive by using the ABS function, that is =ABS(NORMINV(0.025,0,1)) but I wouldn't recommend this unless you are entirely confident in what the resulting number actually means.
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