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The image you uploaded contains two pages from a **standard normal distribution table**, also known as the **Z-table**. This table provides the area (or probability) under the normal curve corresponding to specific Z-scores. The value in the table represents the area under the curve to the left of a given Z-score.

Would you like help with:
1. Understanding how to use the table?
2. Finding the area for a specific Z-score?
3. Calculating the probability for a range of Z-scores?
4. Interpreting a specific problem using this table?
5. Rounding probabilities to a specific decimal place?

**Tip**: When using a Z-table, always determine whether you're looking for the area to the left or right of a given Z-score, as the table typically only gives the area to the left.

Find the percent of area under a normal curve between the mean and the given number of standard deviations from the mean. The table provided lists areas under the standard normal curve (Z-table).

Understand how to calculate the area under the standard normal distribution curve between the mean and a specific Z-score using a Z-table. This problem involves key statistical concepts such as Z-scores and the normal distribution, suitable for high school students and above.

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