1) Let {x,: i = 1, 2, . , n} be a set of n data points with x, > 0 for all i. Is it always true that 1 :? ΣA i=1 (ii) Is the equality in part (i) always true if x, = c for all i,where c > 0?

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1) Let {x,: i = 1, 2, . , n} be a set of n data points with x, > 0 for all i. Is it always true that
1
:?
ΣA
i=1
(ii) Is the equality in part (i) always true if x, = c for all i,where c > 0?
Transcribed Image Text:1) Let {x,: i = 1, 2, . , n} be a set of n data points with x, > 0 for all i. Is it always true that 1 :? ΣA i=1 (ii) Is the equality in part (i) always true if x, = c for all i,where c > 0?
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