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Show new changes starting from 18:18, 8 November 2024
   

8 November 2024

N    18:18  2024 AMC 12A Problems/Problem 19‎‎ (6 changes | history) . . (+1,158). . [Eevee9406‎ (2×); Lptoggled‎ (4×)]
      18:18 (cur | prev) . . (+11). . Lptoggled (talk | contribs) (Solution 1)
 m    18:08 (cur | prev) . . (+17). . Eevee9406 (talk | contribs)
      18:07 (cur | prev) . . (+543). . Eevee9406 (talk | contribs)
      18:03 (cur | prev) . . (+1). . Lptoggled (talk | contribs) (solution 1)
      18:02 (cur | prev) . . (-1). . Lptoggled (talk | contribs) (solution 1)
N     18:02 (cur | prev) . . (+587). . Lptoggled (talk | contribs) (Created page with "==solution 1== <math>\angle CBA=60 ^\circ</math> by Circle Theorem} Let <math>AC=u</math>, apply cosine law on <math>\triangle ACD</math> <cmath>u^2=3^2+5^2-2(3)(5)cos120</cma...")
     18:17  2024 AMC 12A Problems/Problem 18‎‎ (2 changes | history) . . (+1,105). . [Lptoggled‎; Eevee9406‎]
      18:17 (cur | prev) . . (+11). . Lptoggled (talk | contribs) (Solution 1)
      18:04 (cur | prev) . . (+1,094). . Eevee9406 (talk | contribs)
     18:17  2024 AMC 10A Problems/Problem 14‎‎ (13 changes | history) . . (+394). . [Cat9897‎ (6×); Aspalapati75‎ (7×)]
      18:17 (cur | prev) . . (+1). . Cat9897 (talk | contribs) (Solution 1)
      18:16 (cur | prev) . . (+1). . Cat9897 (talk | contribs) (Solution 1)
 m    18:16 (cur | prev) . . (+49). . Cat9897 (talk | contribs) (Solution 1)
 m    18:13 (cur | prev) . . (+26). . Cat9897 (talk | contribs) (Solution 1)
      18:11 (cur | prev) . . (0). . Cat9897 (talk | contribs) (Solution 1)
      18:10 (cur | prev) . . (+14). . Aspalapati75 (talk | contribs) (Solution 1)
      18:10 (cur | prev) . . (+5). . Aspalapati75 (talk | contribs) (Solution 1)
      18:09 (cur | prev) . . (+150). . Aspalapati75 (talk | contribs) (Solution 1)
      18:08 (cur | prev) . . (0). . Aspalapati75 (talk | contribs) (Solution 1)
      18:07 (cur | prev) . . (+147). . Cat9897 (talk | contribs) (Solution 1)
      18:03 (cur | prev) . . (+1). . Aspalapati75 (talk | contribs) (Solution 1)
      18:03 (cur | prev) . . (0). . Aspalapati75 (talk | contribs) (Solution 1)
      18:03 (cur | prev) . . (0). . Aspalapati75 (talk | contribs) (Solution 1)
     18:16  2024 AMC 12A Problems/Problem 7‎‎ (2 changes | history) . . (+482). . [Mathcosine‎; Lptoggled‎]
      18:16 (cur | prev) . . (+353). . Lptoggled (talk | contribs)
      18:06 (cur | prev) . . (+129). . Mathcosine (talk | contribs) (Solution 1 (technical vector bash))
     18:16  1954 AHSME Problems‎ (diff | hist) . . (-5). . Maxamc (talk | contribs) (Problem 33)
N    18:15  2024 AMC 12A Problems/Problem 25‎ (diff | hist) . . (+598). . Eevee9406 (talk | contribs) (Created page with "==Problem== A graph is <math>\textit{symmetric}</math> about a line if the graph remains unchanged after reflection in that line. For how many quadruples of integers <math>(a,...")
     18:15  2024 AMC 10A Problems/Problem 15‎‎ (5 changes | history) . . (+423). . [World123‎; Lptoggled‎; I am suk at math 2‎ (3×)]
 m    18:15 (cur | prev) . . (+2). . World123 (talk | contribs) (Solution 3)
      18:14 (cur | prev) . . (+23). . I am suk at math 2 (talk | contribs)
      18:13 (cur | prev) . . (-1). . I am suk at math 2 (talk | contribs)
      18:13 (cur | prev) . . (+1). . I am suk at math 2 (talk | contribs)
      18:13 (cur | prev) . . (+398). . Lptoggled (talk | contribs) (Problem)
     18:14  1954 AHSME Problems/Problem 33‎ (diff | hist) . . (-464). . Maxamc (talk | contribs) (Solution: wrong)
N    18:14  2024 AMC 12A Problems/Problem 24‎ (diff | hist) . . (+450). . Eevee9406 (talk | contribs) (Created page with "==Problem== A <math>\textit{disphenoid}</math> is a tetrahedron whose triangular faces are congruent to one another. What is the least total surface area of a disphenoid whose...")
N    18:13  2024 AMC 12A Problems/Problem 23‎ (diff | hist) . . (+467). . Eevee9406 (talk | contribs) (Created page with "==Problem== What is the value of <cmath>\tan^2 \frac {\pi}{16} \cdot \tan^2 \frac {3\pi}{16} + \tan^2 \frac {\pi}{16} \cdot \tan^2 \frac {5\pi}{16}+\tan^2 \frac {3\pi}{16} \cd...")
 m   18:13  2024 AMC 10A Problems/Problem 12‎‎ (2 changes | history) . . (-123). . [World123‎; I am suk at math 2‎]
 m    18:13 (cur | prev) . . (+2). . World123 (talk | contribs) (Solution 1)
 m    18:12 (cur | prev) . . (-125). . I am suk at math 2 (talk | contribs) (Solution 1)
N    18:12  2024 AMC 12A Problems/Problem 21‎ (diff | hist) . . (+532). . Eevee9406 (talk | contribs) (Created page with "==Problem== Suppose that <math>a_1 = 2</math> and the sequence <math>(a_n)</math> satisfies the recurrence relation <cmath>\frac{a_n -1}{n-1}=\frac{a_{n-1}+1}{(n-1)+1}</cmath>...")
     18:11  2024 AMC 12A Problems/Problem 15‎‎ (3 changes | history) . . (+422). . [Lptoggled‎; Eevee9406‎ (2×)]
 m    18:11 (cur | prev) . . (+1). . Eevee9406 (talk | contribs)
 m    18:10 (cur | prev) . . (+28). . Eevee9406 (talk | contribs)
      18:05 (cur | prev) . . (+393). . Lptoggled (talk | contribs) (Solution 1)
     18:10  2024 AMC 10A Problems/Problem 6‎‎ (5 changes | history) . . (+1,298). . [World123‎ (5×)]
      18:10 (cur | prev) . . (+20). . World123 (talk | contribs) (Solution 2)
      18:09 (cur | prev) . . (+13). . World123 (talk | contribs) (Solution 2)
      18:08 (cur | prev) . . (+7). . World123 (talk | contribs) (Solution 2)
      18:08 (cur | prev) . . (+1). . World123 (talk | contribs) (Recursive Solution)
      18:06 (cur | prev) . . (+1,257). . World123 (talk | contribs)
 m   18:09  2024 AMC 12A Problems/Problem 20‎ (diff | hist) . . (+88). . Eevee9406 (talk | contribs)
     18:08  2024 AMC 12A Problems/Problem 10‎ (diff | hist) . . (+502). . Lptoggled (talk | contribs) (Problem)
     18:07  AMC historical results‎ (diff | hist) . . (+7). . Mrinala (talk | contribs) (AMC 10A: 2024 Fall)
     18:05  2024 AMC 10A Problems/Problem 21‎ (diff | hist) . . (+1,652). . Yth (talk | contribs) (Solution)
 m   18:05  2012 AMC 10A Problems/Problem 12‎ (diff | hist) . . (0). . Mathforce (talk | contribs) (Solution 2)
     18:03  2024 AMC 10A Problems/Problem 16‎ (diff | hist) . . (+125). . I am suk at math 2 (talk | contribs) (Solution)