Solution:
Sort the data from smallest to largest
1.34, 1.40,1.41, 1.49, 1.52, 1.53, 1.55, 1.64
So range = (Largest - Smallest) = (1.64-1.34) = 0.3ppm
Solution(b)
Mean = (1.34+1.40+1.41+1.49+1.52+1.53+1.55+1.64)/8 = 11.88/8 = 1.485
Variance = (summation((Xi-mean)^2)/(n-1))
Variance = (1.34-1.485)^2 +(1.40-1.485)^2 +(1.41-1.485)^2+(1.49-1.485)^2+(1.52-1.485)^2+(1.53-1.485)^2+(1.55-1.485)^2 +(1.64-1.485)^2)/(8-1))
Varinace = 0.0093 units of ppm squared.
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