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The height (in centimeters) for a population of 4 year old children is normally distributed with a mean equal to 100 6 cm (). If

The height (in centimeters) for a population of 4 year old children is normally distributed with a mean equal to 100 6 cm (). If we select a sample of 100 American born Asian children with a mean height of M = 97 cm (s = 5), is it correct to conclude that this sample is significantly different in height at 0.05 level of significance compared to the general population of 4 year old children? Report with Cohen's d.

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