Problem Rankings

Rank Source Description Elo Rating
1301 AMC 12 2008 B Q19 A function \( f\) is defined by \( f(z) = (4 + i) ... 1500.00
1302 AMC 12 2008 B Q21 Two circles of radius 1 are to be constructed as f... 1500.00
1303 AMC 12 2008 B Q22 A parking lot has \( 16\) spaces in a row. Twelve ... 1500.00
1304 AMC 12 2008 B Q25 Let \( ABCD\) be a trapezoid with \( AB||CD\), \( ... 1500.00
1305 AMC 12 2021 Fall A Q1 What is the value of \(\frac{(2112-2021)^2}{169}\)... 1500.00
1306 AMC 12 2021 Fall A Q2 Menkara has a \(4 \times 6\) index card. If she sh... 1500.00
1307 AMC 12 2021 Fall A Q3 Mr. Lopez has a choice of two routes to get to wor... 1500.00
1308 AMC 12 2021 Fall A Q4 The six-digit number \(\underline{2}\,\underline{0... 1500.00
1309 AMC 12 2021 Fall A Q5 Elmer the emu takes \(44\) equal strides to walk b... 1500.00
1310 AMC 12 2021 Fall A Q6 As shown in the figure below, point \(E\) lies on ... 1500.00
1311 AMC 12 2021 Fall A Q7 A school has \(100\) students and \(5\) teachers. ... 1500.00
1312 AMC 12 2021 Fall A Q9 A right rectangular prism whose surface area and v... 1500.00
1313 AMC 12 2021 Fall A Q13 The angle bisector of the acute angle formed at th... 1500.00
1314 AMC 12 2021 Fall A Q14 In the figure, equilateral hexagon \(ABCDEF\) has ... 1500.00
1315 AMC 12 2021 Fall A Q15 Recall that the conjugate of the complex number \(... 1500.00
1316 AMC 12 2021 Fall A Q16 An organization has \(30\) employees, \(20\) of wh... 1500.00
1317 AMC 12 2021 Fall A Q18 Each of the \(20\) balls is tossed independently a... 1500.00
1318 AMC 12 2021 Fall A Q21 Let \(ABCD\) be an isosceles trapezoid with \(\ove... 1500.00
1319 AMC 12 2021 Fall A Q22 Azar and Carl play a game of tic-tac-toe. Azar pla... 1500.00
1320 AMC 12 2021 Fall A Q23 A quadratic polynomial \(p(x)\) with real coeffici... 1500.00