Respuesta :

we have that

P(x>50)=P(x=51)+P(x=52)+P(x=53)+.....P(x=100)

so

[tex]P(x=51)=\frac{100!}{51!(100-51)!}*0.5^{(51)}*0.5^{(49)}[/tex]

P(x=51)=0.0780

RELAXING NOICE
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