Using the unit normal table, find the proportion under the standard normal curve that lies between each of the following ? The mean and z = 0 ? z = -2.50 and z = -2.00 z = -0.5 and z = 0.30 ? ? Z=-2.75 and z = -1.75 ?] Z= 1 and Z= 1.5

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**Instructions: Using the Unit Normal Table**

Find the proportion under the standard normal curve that lies between each of the following:

1. The mean and \( z = 0 \)
2. \( z = -2.50 \) and \( z = -2.00 \)
3. \( z = -0.5 \) and \( z = 0.30 \)
4. \( z = -2.75 \) and \( z = -1.75 \)
5. \( z = 1 \) and \( z = 1.5 \)

To solve these problems, use the unit normal (Z) table to find the area (proportion) between the specified Z-scores.
Transcribed Image Text:**Instructions: Using the Unit Normal Table** Find the proportion under the standard normal curve that lies between each of the following: 1. The mean and \( z = 0 \) 2. \( z = -2.50 \) and \( z = -2.00 \) 3. \( z = -0.5 \) and \( z = 0.30 \) 4. \( z = -2.75 \) and \( z = -1.75 \) 5. \( z = 1 \) and \( z = 1.5 \) To solve these problems, use the unit normal (Z) table to find the area (proportion) between the specified Z-scores.
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