If we apply Chebyshev's theorem to the 60 to 80 interval of distribution, with $\sigma=5$, the value of $\mathrm{k}$ will be _______.

Name: If we apply Chebyshev's theorem to the 60 to 80 interval of distribution, with $\sigma=5$, the value of $\mathrm{k}$ will be _______.
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The Answer of If we apply Chebyshev's theorem to the 60 to 80 interval of distribution, with $\sigma=5$, the value of $\mathrm{k}$ will be _______.

If We Apply Chebyshev's Theorem to the 60 to 80 σ=5\sigma=5σ=5

If We Apply Chebyshev's Theorem to the 60 to 80 $\sigma=5$