Can you explain what Z-scores are and why they are important?
Z-scores measure how many standard deviations a data point is from the mean. They help in understanding the relative position of a value in a dataset.
How can Z-scores be used in real-life situations?
Z-scores are used in various fields like finance to identify outliers, in education to compare student performance, and in health to assess growth patterns.
What does a high Z-score indicate?
A high Z-score indicates that a data point is significantly above the mean, suggesting it may be an outlier or an exceptional case.
Are there any limitations to using Z-scores?
Yes, Z-scores assume a normal distribution of data. They may not be reliable for skewed distributions or small sample sizes.
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