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Let X denote the number of heads when flipping a fair coin n times, i.e., X sim Bin(n,p) with p = 1/2. Find a Chernoff
Let X denote the number of heads when flipping a fair coin n times, i.e., X \\sim \\Bin(n,p) with p = 1/2. Find a Chernoff bound for Pr (X > a). Find the sharpest (i.e., smallest) Chernoff bound. Evaluate your answer for n=100 and a=68. Enter the bound below using four decimal places
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