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how to find the average uncertainty. The formula for uncertainty can be derived by summing up the squares of the deviation of each variable from the mean then divide the result by the product of the number of readings and the number of readings minus one and then compute the square root of the result. For each replicate calculate the mean square QjMj2VjNj-1Nj.
The sample size is always 3 and the values are quite similar so I dont believe. Meanaverage of the measurement values in the set. The part I find difficult is how to calculate the SD of the three experimental replicates each with their own SD.
Note that the adjustment coefficient Nj-1Nj is needed only if you computed Vj using Nj-1 as the number of statistical.
If we imagine each measurement to be equal to the true value plus some random error then the sum of Nmeasurements will be equal to Ntimes the true value plus the sum of all the random errors. When you have uncertainty over a range of different values taking the average arithmetic mean can serve as a reasonable estimate. Lets say you get about 76 cm. For each replicate calculate the mean square QjMj2VjNj-1Nj.