In a Math test, the mean score is 45 and the standard deviation is 4. Assuming normality, what is the probability that a score picked at random will lie below 38
X ~ N(45, 42)
"P(X<38) = P(\\frac{x-\u03bc}{\u03c3} < \\frac{38-45}{4}) \\\\\n\n= P(Z < -1.75) \\\\\n\n= 0.040 \\\\\n\n= 4.0 \\%"
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