Using the standard normal distribution table, compute the following probabilities:P( Z = 1.82)1).49382).03443).46414).0062Using the standard normal distribution table, compute the following probabilities:P(Z = 1.5) is:1).95992).99383).87504).9332Using the standard normal distribution table, compute the following probabilities:P(1.34 = Z = 2.72) is:1).03092).04763).87464).0868Using the standard normal distribution table, compute the following probabilities:P(Z = 0) is:The IQs in a particular college are normally distributed with mean µ = 125 and standard deviation s = 10. Determine the percentage of student with IQs.Below 115The IQs in a particular college are normally distributed with mean µ = 125 and standard deviation s = 10. Determine the percentage of student with IQs.Above 125The IQs in a particular college are normally distributed with mean µ = 125 and standard deviation s = 10. Determine the percentage of student with IQs.Between 123 and 130The IQs in a particular college are normally distributed with mean µ = 125 and standard deviation s = 10. Determine the percentage of student with IQs.Between 125 and 135Use the normal distribution table to find Z0 for which:P(Z = Z0) = .9192 thus Z0 is:Use the normal distribution table to find Z0 for which: P(-Z0 = Z = Z0) = .9844 thus ± Z0 is:

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