A cricket ball manufacturing company wants to check the variation in the
weight of the balls. For this, 25 samples each of size 4, are selected and the weight of
each ball is measured (in grams). The sum of the sample averages and the sum of 25
sample ranges were found to be β π₯β²π
25
π=1 = 4010
grams and β π π 25
π=1 = 72 grams, respectively.
Compute the control limits for the Xβ and R-charts. It is given that A2 = 0.729, D3 = 0 and
D4 = 2.282.
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