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Math, Statistics and Probability

Math, Statistics and Probability

n=10 (Sample 1: houses 1-10)     Mean=$ 263,650.00   n=10 (Sample 2: houses 11-20)   Mean=$ 201,970.00   n=10 (Sample 3: houses 21-30)   Mean=$ 251,860.00   n=10 (Sample 4: houses 31-40)   Mean=$ 277,880.00   n=10 (Sample 5: houses 41-50)   Mean=$ 205,945.00   n=10 (Sample 6: houses 51-60)   Mean=$ 198,859.90n=10 (Sample 7: houses 61-70)   Mean=$ 208,300.00  n=10 (Sample 8: houses 71-80)   Mean=$ 234,950.00   n=10 (Sample 9: houses 81-90)   Mean=$ 181,830.00   n=10 (Sample 10: houses 91-100)    Mean=$ 343,789.90According to the Empirical Rule, what percentage of your sample means should be within 2 standard deviations of the population mean? Again, do your sample means seem to conform to the rule?

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