Respuesta :

Given :

[tex]\operatorname{mean}\text{ (}\mu)=55.8\text{ ; standard deviation (}\sigma)=7.8[/tex]

b)

[tex]P(X>58.3)=P(Z>\frac{X-\mu}{\sigma})[/tex][tex]P(X>58.3)=P(Z>\frac{58.3-55.8}{7.8})[/tex][tex]P(X>58.3)=P(Z>0.3205)[/tex][tex]P(X>58.3)=1-P(Z\leq0.3205)[/tex][tex]P(X>58.3)=1-0.6255[/tex][tex]P(X>58.3)=0.3745[/tex]

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