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Suppose that the distribution of temperatures in a valley is not symmetric. According to Chebyshevs Theorem, at least approx
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Answer #1

Chebyshev’s rule holds for both populations and samples and can be mathematically summarized as follows:

Percentage of Values Surrounding the Mean = 1 - (1/k2)

Note: Chebyshev’s Theorem offers only a rough estimation but serves to establish the relationship that exists between the number of standard deviations from the mean and the percentage/proportion of the data surrounding the mean.\

so here k=3.7 ,

putting value of k , we get

percentage = 92.7%

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