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We found P(z -1.95) = 0.0256 and P(z 0.46) = 0.6772. Subtract the smaller area from the larger area to find the requested probability,

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We found P(z -1.95) = 0.0256 and P(z 0.46) = 0.6772. Subtract the smaller area from the larger area to find the requested probability, P(-1.95 Z 0.46). P(-1.95 Z 0.46) = P(z 0.46) P(z -1.95) = 0.6772-

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