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The problem is asking for the probability of a z-score of \(-0.45\) occurring in the indicated region of the standard normal distribution.

### Solution:
We need to use the standard normal distribution table (also known as the Z-table) to find the probability corresponding to \(z = -0.45\).

1. Look up the z-score of \(-0.45\) in the Z-table.
   - For \(z

Find the probability of z = -0.45 occurring in the indicated region of the standard normal distribution.

Learn how to find the probability of z = -0.45 occurring in the standard normal distribution. Using the Z-table, we calculate the probability as approximately 0.3264. This problem covers important concepts in statistics, including Z-scores and the standard normal distribution.

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