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Using tables, we need to standardize: 0.85 = P(X ≤ c) = P(X − μ σ ≤ c − 200 25) = P(Z ≤ c − 200 25), where Z is standard normal. Then we search the body of a printed table to find the number closest to 0.85 (0.8508, or a number equivalent, depending on the style of the table) and the corresponding number in the margins is 1.04 ...
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