The equation for a general normal curve with mean u and standard deviation o is e-(x - w)²/(202) y = oV 27 Calculate values for x = 70, 80, ..., 120, 130 where u = 100 and o = 20. Note that setting u = 0 and o = 1 in this equation gives the equation for the standard normal curve. (Round your answers to four decimal places.) X = 70 x 80 X = 90 x = 100 x = 110 X = 120 20

A First Course in Probability (10th Edition)
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Chapter1: Combinatorial Analysis
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The equation for a general normal curve with mean µ and standard deviation o is
e-(x – µ)?/(2o²)
y =
OV 2n
Calculate values for x =
70, 80, ..., 120, 130 where u = 100 and o = 20. Note that setting µ = 0 and o = 1 in this equation gives the equation for the standard normal curve. (Round your
answers to four decimal places.)
x = 70
X = 80
X = 90
X = 100
X = 110
х3D 120
X = 130
Transcribed Image Text:The equation for a general normal curve with mean µ and standard deviation o is e-(x – µ)?/(2o²) y = OV 2n Calculate values for x = 70, 80, ..., 120, 130 where u = 100 and o = 20. Note that setting µ = 0 and o = 1 in this equation gives the equation for the standard normal curve. (Round your answers to four decimal places.) x = 70 X = 80 X = 90 X = 100 X = 110 х3D 120 X = 130
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