Chris Paul lanza tiros libres. Anotar o fallar los tiros libres no cambia la probabilidad que anote en el siguiente tiro, y él anota 88% de sus tiros libres.¿Cuál es la probabilidad que Chris Paul anote sus siguientes 9 tiros libres?
Answers
Given : anota 88% de sus tiros libres.
To find : probabilidad que Chris Paul anote sus siguientes 9 tiros libres
Solution:
Chris Paul takes free throws. Scoring or missing free throws does not change the probability he scores on the next shot, and he scores 88% of his free throws. What is the probability that Chris Paul scores his next 9 free throws?
he scores 88% of his free throws
anota 88% de sus tiros libres.
=> p = 0.88
=> q = 1 - p = 1 -0.88 = 0.12
Chris Paul scores his next 9 free throws
Chris Paul anote sus siguientes 9 tiros libres
p(x) = ⁿCₓpˣqⁿ⁻ˣ
n = 9 x = 9
= ⁹C₉p⁹q⁹⁻⁹
= 1 (0.88)⁹(0.12)⁰
= (0.88)⁹
probability that Chris Paul scores his next 9 free throws = (0.88)⁹
probabilidad Chris Paul anote sus siguientes 9 tiros libres = (0.88)⁹
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Respuesta:
0.88
0.88 elevado a la9 esa es la respues ya correctas