ashley
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 Nov 21 awarded Yearling Nov 21 awarded Yearling Dec 15 comment A contest question on probability a contest Q can't be this vague. your Q fuzzy even in the basic terminology-- "..the set (d1,,,dk) contains..". you mistook the Q or something else missing. Dec 15 comment Basic Math Question for Test @Shahar that was the kind of twist I was talking about. sry - no more comments to you. Dec 15 comment Basic Math Question for Test @Shahar he added the part out of the double quotations-- the rest of his first phrase after mine and this is annoying if nothing else. Dec 15 revised Basic Math Question for Test added 10 characters in body Dec 15 answered Basic Math Question for Test Dec 15 comment Basic Math Question for Test @crf - funny, your comment after mine time-wise appears before mine. Dec 15 comment A contest question on probability or, you phrase the Q right-- not like gibberish. that's what its reading. mathematically. Dec 15 comment Basic Math Question for Test what's the passing grade Dec 15 comment A contest question on probability The definition of nice integers reads like the following and nothing else: $d_5$ has to be 6-- since it's the only digit greater than 5. When $d_5=6$, $d_4=5$, .., $d_1=2$. And the only nice integer is 234561. something missing here. Nov 21 awarded Yearling Oct 25 comment how long does this subroutine and loop take math.stackexchange.com/users/63860/notamathwiz: curious - i'd check this w/the marker. this is the correct answer, and I don't think i'm missing anything. Oct 25 revised how long does this subroutine and loop take typo Oct 25 answered how long does this subroutine and loop take Jul 7 comment Find the following $\overline{\overline{C}}$ and $\overline{\overline{A\cup C}}$ this a Q of arithmetic Jul 7 answered The Product Rule of Square Roots with Negative Numbers Jun 17 comment Grouping items into groups with max size define "states", define "items"-- are they identical or different combinations of them count. Jun 16 answered Equivalent expressions for $\lnot (\forall x)\exists y A$ Jun 15 comment Graph Verification Problem if the two arguments of $f$ are two partitions and not just any two subsets of $V$, you can't verify the edge set for all cases: think about a clique with one edge missing.