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Millane
@Millane
April 2019
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Probabilités : déterminer les probabilités de p(L), p(N) et p(C)
Ci-joint le sujet avec les trois questions . Comment dois-je procéder ?
Merci d'avance pour votre aide !
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Verified answer
P(L)= n/ (n+n-2+2) = n/ (2n) = 1/2
P(N)= (n-2) / (2n) =
P(C)= 2/ 2n = 1/n
p(N)>P(L)
(n-2) / (2n) >1/2
n-2 > 2n/2
n-2>n
0>2 ce n'est pas possible
P(N)=2P(C)
(n-2)/(2n)= 2/n
n-2 = 4
n=2
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Verified answer
P(L)= n/ (n+n-2+2) = n/ (2n) = 1/2P(N)= (n-2) / (2n) =
P(C)= 2/ 2n = 1/n
p(N)>P(L)
(n-2) / (2n) >1/2
n-2 > 2n/2
n-2>n
0>2 ce n'est pas possible
P(N)=2P(C)
(n-2)/(2n)= 2/n
n-2 = 4
n=2