In an English class Emily earned an 86. In that class, the sample mean was 85 with an estimated population standard deviation of 5. Her friend Amber in French class earned a 70. In that class, the sample mean was 65 with an estimated population standard deviation of 20. Should Emily be bragging about how much better she did? Why? An exam produced a sample mean of 80 with an estimated population standard deviation of 10. Answer the following questions based on this exam distribution: What is the z-score for a raw score of 80? What is the z-score for a raw score of 95? What is the z-score for a raw score of 60? What is the raw score for a z= -2.5? What is the raw score for a z= +1.25?
TOPIC:Z-scores and interpretations.
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