Problem Rankings

Rank Source Description Elo Rating
1221 AMC 10 2013 A Q24 Central High School is competing against Northern ... 1500.00
1222 AMC 10 2013 B Q1 What is \(\frac{2+4+6}{1+3+5}-\frac{1+3+5}{2+4+6}\... 1500.00
1223 AMC 10 2013 B Q3 On a particular January day, the high temperature ... 1500.00
1224 AMC 10 2013 B Q4 When counting from \(3\) to \(201\), \(53\) is the... 1500.00
1225 AMC 10 2013 B Q5 Positive integers \(a\) and \(b\) are each less th... 1500.00
1226 AMC 10 2013 B Q6 The average age of \(33\) fifth-graders is \(11\).... 1500.00
1227 AMC 10 2013 B Q7 Six points are equally spaced around a circle of r... 1500.00
1228 AMC 8 2019 A Q20 Real numbers \(x\) and \(y\) satisfy the equation ... 1500.00
1229 AMC 10 2013 B Q13 Jo and Blair take turns counting from \(1\) to one... 1500.00
1230 AMC 10 2013 B Q14 Define \(a\clubsuit b=a^2b-ab^2\). Which of the fo... 1500.00
1231 AMC 10 2013 B Q16 In \(\triangle ABC\), medians \(\overline{AD}\) an... 1500.00
1232 AMC 10 2013 B Q18 The number \(2013\) has the property that its unit... 1500.00
1233 AMC 10 2013 B Q21 Two non-decreasing sequences of nonnegative intege... 1500.00
1234 AMC 10 2013 B Q22 The regular octagon \(ABCDEFGH\) has its center at... 1500.00
1235 AMC 10 2013 B Q23 In triangle \(ABC\), \(AB=13\), \(BC=14\), and \(C... 1500.00
1236 AMC 10 2013 B Q24 A positive integer \(n\) is nice if there is a pos... 1500.00
1237 AMC 10 2013 B Q25 Bernardo chooses a three-digit positive integer \(... 1500.00
1238 AMC 12 2023 A Q18 Circle \(C_1\) and \(C_2\) each have radius \(1\),... 1500.00
1239 AMC 12 2023 A Q20 Rows 1, 2, 3, 4, and 5 of a triangular array of in... 1500.00
1240 AMC 12 2023 B Q20 Cyrus the frog jumps 2 units in a direction, then ... 1500.00