Maths Olympiad Prep

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, 2004

Number theory Difficulty 3.0 AMC 10/12 Prove it Canada

There are two ways in which the Group could give away prizes totalling \$880 while making sure to give away at least one and at most six of each prize. Determine the two ways of doing this, and explain how you got your answer.

Want a route through all this instead of an archive? The track puts 2,604 problems in a working order, from Junior Challenge level to the IMO shortlist.

Source: CEMC, University of Waterloo, licensed CC-BY-NC-4.0. Statement reproduced verbatim; metadata (topic, difficulty) added by this project. Solutions are the publisher's, linked not copied.