Respuesta :
chances of one or more = 1 - chance of no rotten oranges
chance of no rotten oranges = 54/60 * 53/59 * 52/58 * 51/57 * 50/56
chance of no rotten oranges = 54/60 * 53/59 * 52/58 * 51/57 * 50/56
Answer: 0.379
Step-by-step explanation:
Given : Total oranges =60
Rotten oranges = 6
Number of fresh orange = 60-6=54
Sample size : n=5
Customer picks up 5 oranges from total 60, then the probability that first orange is fresh =[tex]\dfrac{54}{60}[/tex]
Probability that next orange is fresh= [tex]\dfrac{54-1}{60-1}=\dfrac{53}{59}[/tex] and so on.....
The probability that more than one are rotten :-
[tex]1-\text{P(no rotten)}\\\\=1-\dfrac{54\times53\times52\times51\times50}{60\times58\times57\times56\times55}\\\\=1-0.621166945577\\\\=0.378833054423\approx0.379[/tex]