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Mathematics
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Scores on a math midterm are distrubted under a standard normal curve. A randomly selected student had a score of 55, which represented a z score of -2.35. If the mean for the exam was 76, determine the standard deviation for the exam
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\[z=\frac{X-\mu}{\sigma}\] \[-2.35=\frac{55-76}{\sigma}\] \[\sigma=\frac{55-76}{-2.35}=?\] Can you calculate the value of sigma (the standard deviation) now?
\[\frac{55-76}{-2.35}=\frac{-21}{-2.35}=\frac{21}{2.35}=?\]
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