P(xˉ>12)\bar x >12)xˉ>12)
Assuming that the sample size, population mean and standard deviation are known,
Z=xˉ−μσn\frac {\bar x - \mu} {\frac{ \sigma} {\sqrt n}}nσxˉ−μ
= 12−μσn\frac {12 - \mu} {\frac{ \sigma} {\sqrt n}}nσ12−μ
Read the value of P(z>12−μσn)P(z>\frac {12 - \mu} {\frac{ \sigma} {\sqrt n}} )P(z>nσ12−μ) from z-table.
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