Balls in a Bag

In a bag, there are `70` identical balls of different colors: `20` blue, `20` red, `20` yellow, and the rest are black and white. What is the minimum number of balls that must be drawn from the bag without looking, to ensure that we have `10` balls of the same color?

Difficulty level (1 very easy - 10 very hard): 3

Topics:
Combinatorics -> Pigeonhole Principle
yinon yamin Avatar
yinon yamin - 1 year ago
转砖讜讘讛 诇讗 谞讻讜谞讛. 讝讛 10 讘诇讘谉 讜砖讞讜专 驻诇讜住 9*3 讜注讜讚 1. 讻诇讜诪专 38 讻讚讜专讬诐. 砖讛专讬 讛爪讘注讬诐 砖讞讜专 讜诇讘谉 诪讞讜抓 诇诪砖讞拽 讻讬 诇讗 谞讬转谉 诇拽讞转 10 诇讘谞讬诐 讗讜 砖讞讜专讬诐 讻讬 讬砖 诇讻诇 讛讬讜转专 9 诪讗诇讛.

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