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 May 15 awarded Yearling Mar 22 revised Finding points of intersection which are coincident Fixed typos, remove picture Mar 22 suggested approved edit on Finding points of intersection which are coincident Mar 22 comment Improper integral $\int_{0}^{\infty } e^{-\sqrt{x}}dx$ Care to post what you have done so far? Feb 20 revised Problem Solving Question - Can't eliminate possibilities based on clues given Corrected title plus formatting Feb 20 suggested approved edit on Problem Solving Question - Can't eliminate possibilities based on clues given Feb 20 comment Changing a number between arbitrary bases Got it, have to do the modulo in the original base. Didn't realize, sorry. Feb 20 accepted Changing a number between arbitrary bases Feb 20 comment Changing a number between arbitrary bases Wait, how do I do this for a starting base $\neq10$? Feb 20 comment Changing a number between arbitrary bases Confused. Did you just define $x$ to be two different things? How did I get $x$'s base $b$ representation? Feb 20 revised Changing a number between arbitrary bases added 10 characters in body Feb 20 asked Changing a number between arbitrary bases Feb 10 comment Ways of getting a number with $n$ dice, each with $k$ sides Perfect, and thanks for the references. Feb 10 accepted Ways of getting a number with $n$ dice, each with $k$ sides Feb 9 comment Ways of getting a number with $n$ dice, each with $k$ sides Feb 9 comment Ways of getting a number with $n$ dice, each with $k$ sides It would probably be better to delete you answer now, and then when everything is ready, undelete. Feb 9 comment Ways of getting a number with $n$ dice, each with $k$ sides Honestly, I don't see how your approach is relevant to my question, nor is your answer (did you see the edit?). Feb 9 comment Ways of getting a number with $n$ dice, each with $k$ sides There are 36 possibilities... Also, I do not want to enumerate all the possibilities. I want a formula that will do that for me Feb 9 comment Ways of getting a number with $n$ dice, each with $k$ sides In the "classic" 2 six sided dice, not all numbers can be rolled the same amount of ways... Feb 9 comment Ways of getting a number with $n$ dice, each with $k$ sides see edit to question.