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  1. (hist) ‎Degenerate ‎[0 bytes]
  2. (hist) ‎New Mexico MathCounts ‎[0 bytes]
  3. (hist) ‎Pumac 2008 ‎[0 bytes]
  4. (hist) ‎2008 UNCO Math Contest II Problems/Problem 10 ‎[0 bytes]
  5. (hist) ‎Seabury Hall Maui Math Challenge ‎[0 bytes]
  6. (hist) ‎WSU Math Circle Summer Program ‎[0 bytes]
  7. (hist) ‎1957 AHSME Problems/Problem 43 ‎[0 bytes]
  8. (hist) ‎Mock AIME I 2015 Problems/Problem 10 ‎[0 bytes]
  9. (hist) ‎Rubixsolver ‎[0 bytes]
  10. (hist) ‎Mock AIME 2 2010 Problems/Problem 1 ‎[0 bytes]
  11. (hist) ‎South African Mathematics Olympiad ‎[0 bytes]
  12. (hist) ‎Dunan League ‎[0 bytes]
  13. (hist) ‎Dunan's Theorem ‎[0 bytes]
  14. (hist) ‎Cool972 AMC 8 I ‎[0 bytes]
  15. (hist) ‎Pakar Digital Marketing Jakarta ‎[0 bytes]
  16. (hist) ‎Gmaasiverse ‎[0 bytes]
  17. (hist) ‎North Carolina Mathcounts ‎[0 bytes]
  18. (hist) ‎Subs ‎[0 bytes]
  19. (hist) ‎Nerds United ‎[0 bytes]
  20. (hist) ‎Japanese Theorem ‎[0 bytes]
  21. (hist) ‎1957 AHSME Problems/Problem 2 ‎[0 bytes]
  22. (hist) ‎1956 AHSME Problems/Problem 35 ‎[0 bytes]
  23. (hist) ‎Douglasubella ‎[0 bytes]
  24. (hist) ‎Aops Guide to Math! ‎[0 bytes]
  25. (hist) ‎2001 AMC 12 Printable ‎[0 bytes]
  26. (hist) ‎IceWolf10 ‎[0 bytes]
  27. (hist) ‎The figure shows a square of side $y$ units divided into a square of side $x$ units and four congruent rectangles. What is the perimeter, in units, of one of the four congruent rectangles? Express your answer in terms of $y$. ‎[0 bytes]
  28. (hist) ‎V4913 ‎[0 bytes]
  29. (hist) ‎Massass ‎[0 bytes]
  30. (hist) ‎Resources for Physics Competitions ‎[0 bytes]
  31. (hist) ‎AoPSWiki:Chess/Chess Tournament Info ‎[0 bytes]
  32. (hist) ‎Lcz Notes! ‎[0 bytes]
  33. (hist) ‎Lcz's Oly Notes ‎[0 bytes]
  34. (hist) ‎User superagh olympiad notes ‎[0 bytes]
  35. (hist) ‎Lcz's Mock AMC 10A ‎[0 bytes]
  36. (hist) ‎Lcz's Mock AMC 10A Problems ‎[0 bytes]
  37. (hist) ‎Thriftypiano ‎[0 bytes]
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  39. (hist) ‎2010 AMC 12A Problems Raw ‎[0 bytes]
  40. (hist) ‎Australian Mathematics Trust ‎[0 bytes]
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  44. (hist) ‎Ramsey numbers ‎[0 bytes]
  45. (hist) ‎2019 AMC 10C Problems/Problem 16 ‎[0 bytes]
  46. (hist) ‎Cumsniffer ‎[0 bytes]
  47. (hist) ‎2020 USOMO Problems/Problem 2 ‎[0 bytes]
  48. (hist) ‎1956 AHSME Problems/Problem 46 ‎[0 bytes]
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  51. (hist) ‎2020 USOMO Problems/Problem 6 ‎[0 bytes]
  52. (hist) ‎2021 April MIMC Problems/Problem 18 ‎[0 bytes]
  53. (hist) ‎2021 April MIMC Problems/Problem 19 ‎[0 bytes]
  54. (hist) ‎2021 JMPSC ‎[0 bytes]
  55. (hist) ‎2021 JMPSC Answer Key ‎[0 bytes]
  56. (hist) ‎1985 AJHSME Problems/Problem 0 ‎[0 bytes]
  57. (hist) ‎Avid Academy ‎[0 bytes]
  58. (hist) ‎2021 USAMO Problems/Problem 5 ‎[0 bytes]
  59. (hist) ‎2021 Mock AMC 8 Problems/Problem 3 ‎[0 bytes]
  60. (hist) ‎Pascal's Bomb ‎[0 bytes]
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  76. (hist) ‎1955 AHSME Problems/Problem 41 ‎[0 bytes]
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  79. (hist) ‎AMC 8 practice test ‎[0 bytes]
  80. (hist) ‎Introduction to Geometry by AoPS ‎[0 bytes]
  81. (hist) ‎2023 AIME II Math Jam Transcript ‎[0 bytes]
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  97. (hist) ‎"* in a unit circle" ‎[0 bytes]
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  116. (hist) ‎For what real values of $c$ is $4x^2 + 5x^2 + 14x + x + c$ the square of a binomial? ‎[0 bytes]
  117. (hist) ‎2021 CIME I Problems/Problem 15 ‎[0 bytes]
  118. (hist) ‎In triangle ABC, D be a point in BC, ∠BAD = 30 , ∠CAD = 90 , BD=1=AC, DC = ‎[0 bytes]
  119. (hist) ‎2025 AIME I Problems ‎[0 bytes]
  120. (hist) ‎2025 AMC 8 Problems/Problem 5 ‎[0 bytes]
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  122. (hist) ‎CEMC Cayley ‎[0 bytes]
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  132. (hist) ‎2014 CEMC Gauss (Grade 7) Problems ‎[0 bytes]
  133. (hist) ‎The clan gathering ‎[0 bytes]
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  143. (hist) ‎2020 Mock Combo AMC 10 II Problems/Problem 6 ‎[1 byte]
  144. (hist) ‎1972 AHSME Problems/Problem 21 ‎[1 byte]
  145. (hist) ‎How many ways can $1995$ be factored as a product of two two-digit numbers? (Two factorizations of the form $a\cdot b$ and $b\cdot a$ are considered the same). ‎[1 byte]
  146. (hist) ‎1972 AHSME Problems/Problem 22 ‎[1 byte]
  147. (hist) ‎1955 AHSME Problems/Problem 44 ‎[1 byte]
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  149. (hist) ‎Mock AIME I 2015 Problems/Problem 15 ‎[2 bytes]
  150. (hist) ‎Main page ‎[2 bytes]
  151. (hist) ‎NoSignOfTheta ‎[2 bytes]
  152. (hist) ‎Mock AIME 2 2010 Problems/Problem 9 ‎[2 bytes]
  153. (hist) ‎Magic Problem ‎[2 bytes]
  154. (hist) ‎2021 AMC 10B Problems/Problem 26 ‎[2 bytes]
  155. (hist) ‎2022 Fall AMC 10B Problems ‎[2 bytes]
  156. (hist) ‎2014 Indonesia MO Problems/Problem 1 ‎[2 bytes]
  157. (hist) ‎Mock AIME 4 Pre 2005/Problem 1 ‎[2 bytes]
  158. (hist) ‎Mock AIME 2 2010 Problems/Problem 6 ‎[3 bytes]
  159. (hist) ‎BoddapatiS ‎[3 bytes]
  160. (hist) ‎Mock AIME 2 2010 Problems/Problem 11 ‎[3 bytes]
  161. (hist) ‎1971 AHSME Problems/Problem 12 ‎[3 bytes]
  162. (hist) ‎Routh's theorem ‎[3 bytes]
  163. (hist) ‎2020 USAMO Problems/Problem 6 ‎[3 bytes]
  164. (hist) ‎Joshua zucker ‎[3 bytes]
  165. (hist) ‎Discrete derivative ‎[3 bytes]
  166. (hist) ‎2023 IMO ‎[3 bytes]
  167. (hist) ‎Theoretical computer science ‎[3 bytes]
  168. (hist) ‎2026 AMC 8 Answer Key ‎[3 bytes]
  169. (hist) ‎2026 AMC 8 Problems/Problem 2 ‎[3 bytes]
  170. (hist) ‎A game board is constructed by shading two of the regions formed by the altitudes of an equilateral triangle as shown. What is the probability that the tip of the spinner will come to rest in a shaded region? Express your answer as a common fraction. ‎[3 bytes]
  171. (hist) ‎LostInBali ‎[3 bytes]
  172. (hist) ‎Mock AIME 2 2010 Problems/Problem 15 ‎[3 bytes]
  173. (hist) ‎Mock AIME 2 2010 Problems/Problem 13 ‎[3 bytes]
  174. (hist) ‎2025 AIME II ‎[4 bytes]
  175. (hist) ‎2100 AMC 8 Problems ‎[4 bytes]
  176. (hist) ‎2024 AIME II Math Jam Transcript ‎[4 bytes]
  177. (hist) ‎SPINLAGI : Jackpot Besar Menunggumu di situs Spinlagi Situs Slot ‎[4 bytes]
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  179. (hist) ‎The World’s Largest Countdown Round ‎[5 bytes]
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  184. (hist) ‎2000 Pan African MO Problems/Problem 6 ‎[5 bytes]
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  203. (hist) ‎The equation $y = -16t^2 + 28t + 144$ describes the height (in feet) of a ball tossed up in the air at $28$ feet per second from a height of $144$ feet from the ground. In how many seconds will the ball hit the ground? ‎[10 bytes]
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  209. (hist) ‎1981 AHSME Problems/Problem 13 ‎[11 bytes]
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  213. (hist) ‎2025 USAJMO ‎[11 bytes]
  214. (hist) ‎AoPS Online School/Introduction to Counting & Probability Course ‎[12 bytes]
  215. (hist) ‎1965 AHSME Problems/Problem 24 ‎[12 bytes]
  216. (hist) ‎2004 AMC 10A Answers ‎[12 bytes]
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  221. (hist) ‎2026 AMC 8 Problems/Problem 5 ‎[12 bytes]
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  224. (hist) ‎2022 SSMO Relay Round 1 Answer Key ‎[13 bytes]
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  238. (hist) ‎University of Nebraska-Omaha Math Contest ‎[16 bytes]
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