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The uniform distribution on the interval (0,1) has μ= 1/2 and σ^2= 1/12. Suppose Y has...

The uniform distribution on the interval (0,1) has μ= 1/2 and σ^2= 1/12. Suppose Y has this distribution. Find P(|Y−μ|≤(3/2)σ) and compare it to the Tchebysheff lower bound.

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