The proportion of people who relapse at twelve months posttreatment for heroin addiction is 0.75. Suppose that researchers at a treatment facility use simple random samples to ensure that this number is not changing. Determine the value of such that in 98% of all simple random samples of size n = 45, the proportion of people in the sample who relapse at twelve months posttreatment for heroin addiction is less than p. You make find a z-table or some software manuals useful. Please give your answer to two decimal places. p=

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