PROBLEM SOLVING MASTERCLASS WEEK[removed]A follow-up to Paul’s problem from last week (Putnam 1982B6): “Let A(a, b, c) be the p area of a triangle with sides a, b, c. Let f (a, b, c) = A(a, b, c). Prove that for any tw - Integer triangle - Document - PDFSEARCH.IO

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	PROBLEM SOLVING MASTERCLASS WEEK[removed]A follow-up to Paul’s problem from last week (Putnam 1982B6): “Let A(a, b, c) be the p area of a triangle with sides a, b, c. Let f (a, b, c) = A(a, b, c). Prove that for any tw Add to Reading List Document Date: 2003-11-26 18:40:46 Open Document File Size: 42,22 KB Share Result on Facebook / IndustryTerm real solutions / / Organization United Nations / / SocialTag Trigonometry Number theory Dirichlet eta function Mathematics Integer sequences Combinatorics

PROBLEM SOLVING MASTERCLASS WEEK[removed]A follow-up to Paul’s problem from last week (Putnam 1982B6): “Let A(a, b, c) be the p area of a triangle with sides a, b, c. Let f (a, b, c) = A(a, b, c). Prove that for any twAdd to Reading List