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Three hunters shoot simultaneously and independently in the wild boar
Uploaded: 11.01.2013
Content: 30111214320163.rar 21,23 kB
Product description
Probability theory problem
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged with probability 0.8, 0.4 second, and the third - 0.2. Boar killed, and there found two bullets. How to share a wild boar?
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged with probability 0.8, 0.4 second, and the third - 0.2. Boar killed, and there found two bullets. How to share a wild boar?
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged with probability 0.8, 0.4 second, and the third - 0.2. Boar killed, and there found two bullets. How to share a wild boar?
Probability theory problem
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged with probability 0.8, 0.4 second, and the third - 0.2. Boar killed, and there found two bullets. How to share a wild boar?
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged with probability 0.8, 0.4 second, and the third - 0.2. Boar killed, and there found two bullets. How to share a wild boar?
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged with probability 0.8, 0.4 second, and the third - 0.2. Boar killed, and there found two bullets. How to share a wild boar?
Probability theory problem
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged with probability 0.8, 0.4 second, and the third - 0.2. Boar killed, and there found two bullets. How to share a wild boar?
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged with probability 0.8, 0.4 second, and the third - 0.2. Boar killed, and there found two bullets. How to share a wild boar?
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged with probability 0.8, 0.4 second, and the third - 0.2. Boar killed, and there found two bullets. How to share a wild boar?
Probability theory problem
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged with probability 0.8, 0.4 second, and the third - 0.2. Boar killed, and there found two bullets. How to share a wild boar?
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged with probability 0.8, 0.4 second, and the third - 0.2. Boar killed, and there found two bullets. How to share a wild boar?
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged with probability 0.8, 0.4 second, and the third - 0.2. Boar killed, and there found two bullets. How to share a wild boar?
Probability theory problem
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged with probability 0.8, 0.4 second, and the third - 0.2. Boar killed, and there found two bullets. How to share a wild boar?
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged with probability 0.8, 0.4 second, and the third - 0.2. Boar killed, and there found two bullets. How to share a wild boar?
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged with probability 0.8, 0.4 second, and the third - 0.2. Boar killed, and there found two bullets. How to share a wild boar?
Probability theory problem
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged with probability 0.8, 0.4 second, and the third - 0.2. Boar killed, and there found two bullets. How to share a wild boar?
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged wi
Additional information
Probability theory problem
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged with probability 0.8, 0.4 second, and the third - 0.2. Boar killed, and there found two bullets. How to share a wild boar?
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged with probability 0.8, 0.4 second, and the third - 0.2. Boar killed, and there found two bullets. How to share a wild boar?
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged with probability 0.8, 0.4 second, and the third - 0.2. Boar killed, and there found two bullets. How to share a wild boar?
Probability theory problem
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged with probability 0.8, 0.4 second, and the third - 0.2. Boar killed, and there found two bullets. How to share a wild boar?
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged with probability 0.8, 0.4 second, and the third - 0.2. Boar killed, and there found two bullets. How to share a wild boar?
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged with probability 0.8, 0.4 second, and the third - 0.2. Boar killed, and there found two bullets. How to share a wild boar?
Probability theory problem
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged with probability 0.8, 0.4 second, and the third - 0.2. Boar killed, and there found two bullets. How to share a wild boar?
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged with probability 0.8, 0.4 second, and the third - 0.2. Boar killed, and there found two bullets. How to share a wild boar?
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged with probability 0.8, 0.4 second, and the third - 0.2. Boar killed, and there found two bullets. How to share a wild boar?
Probability theory problem
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged with probability 0.8, 0.4 second, and the third - 0.2. Boar killed, and there found two bullets. How to share a wild boar?
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged with probability 0.8, 0.4 second, and the third - 0.2. Boar killed, and there found two bullets. How to share a wild boar?
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged with probability 0.8, 0.4 second, and the third - 0.2. Boar killed, and there found two bullets. How to share a wild boar?
Probability theory problem
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged with probability 0.8, 0.4 second, and the third - 0.2. Boar killed, and there found two bullets. How to share a wild boar?
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged with probability 0.8, 0.4 second, and the third - 0.2. Boar killed, and there found two bullets. How to share a wild boar?
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged with probability 0.8, 0.4 second, and the third - 0.2. Boar killed, and there found two bullets. How to share a wild boar?
Probability theory problem
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged with probability 0.8, 0.4 second, and the third - 0.2. Boar killed, and there found two bullets. How to share a wild boar?
Three hunters shoot simultaneously and independently in the wild boar. It is known that the first flagged wi
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