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mathematicalchances
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A company gives away a collectors card in every packet of its product. It could be a "gum packet", a "cigarette packet", a tea packet or whatever. The company distributes them fairly and randomly keeping no numbers in short supply: let's say there are 50 cards to collect a complete set. What is the number of packets of the product that a customer must buy in order to have an even chance of completing a full set. I would appreciate the maths involved in working out the answer to this problem if they are explained in an idiot type way as my mathematics are way back in the 1960's and a little rusty but I did reach as far as ballistics if that gives a clue to my standard.
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For my sets of 50 Player's Motor Car cards the answer is 224.5, and I should expect to have had to buy 225 cards to make up my set of 50.
http://plus.maths.org/issue37/outerspace/index .html
For my sets of 50 Player's Motor Car cards the answer is 224.5, and I should expect to have had to buy 225 cards to make up my set of 50.
http://plus.maths.org/issue37/outerspace/index .html
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