76. Use Chebyshevs inequality to prove the weak law of large numbers. Namely, if X1, X2,... are...

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76. Use Chebyshev’s inequality to prove the weak law of large numbers. Namely, if X1, X2,... are independent and identically distributed with meanμand variance

σ2 then, for any ε > 0, P









X1 + X2 +···+ Xn n − μ







> ε

→ 0 as n → ∞

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