CHEBYSHEVS THEOREM TELLS US THAT WHAT PERCENTAGE LIES BETWEEN 2.25 STANDARD DEVIATIONS?

Discussion in 'Calculator Requests' started by math_celebrity, Feb 7, 2017.

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  1. math_celebrity

    math_celebrity Administrator Staff Member

    CHEBYSHEVS THEOREM TELLS US THAT WHAT PERCENTAGE LIES BETWEEN 2.25 STANDARD DEVIATIONS?

    Using our Chebyshevs Theorem calculator, we get:
    P(X - u| < kσ) >= 0.802469
     
    math_celebrity, Feb 7, 2017
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