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(See) The normal distribution is a type of probability density function. Areas found under this curve are equivalent to probabilities. For example, the

Question: The normal distribution is a type of probability density function. Areas found under this curve are equivalent to probabilities. For example, the probability that z lies between a and b is denoted P(a < z < b) and this probability is the same as the area under the curve between the z-scores, z1 = a and z2 = b. Using a standard normal curve, what is P(0.5 < z < 2)?

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(See) The normal distribution is a type of probability density function. Areas found under this curve are equivalent to probabilities. For example, the

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