exercise:0150b9a04a: Difference between revisions
From Stochiki
No edit summary |
No edit summary |
||
| Line 1: | Line 1: | ||
You are given two urns and fifty balls. Half of the balls are white and half are black. You are asked to distribute the balls in the urns with no | |||
restriction placed on the number of either type in an urn. How should you | restriction placed on the number of either type in an urn. How should you | ||
distribute the balls in the urns to maximize the probability of obtaining a | distribute the balls in the urns to maximize the probability of obtaining a | ||
white ball if an urn is chosen at random and a ball drawn out at random? | white ball if an urn is chosen at random and a ball drawn out at random? | ||
Justify your answer. | Justify your answer. | ||
Latest revision as of 00:01, 13 June 2024
You are given two urns and fifty balls. Half of the balls are white and half are black. You are asked to distribute the balls in the urns with no restriction placed on the number of either type in an urn. How should you distribute the balls in the urns to maximize the probability of obtaining a white ball if an urn is chosen at random and a ball drawn out at random? Justify your answer.