Problem Rankings

Rank Source Description Elo Rating
1601 AMC 12 2016 A Q8 What is the area of the shaded region of the given... 1500.00
1602 AMC 12 2016 A Q9 The five small shaded squares inside this unit squ... 1500.00
1603 AMC 12 2016 A Q10 Five friends sat in a movie theater in a row conta... 1500.00
1604 AMC 12 2016 A Q11 Each of the \(100\) students in a certain summer c... 1500.00
1605 AMC 12 2016 A Q12 In \(\triangle ABC\), \(AB = 6\), \(BC = 7\), and ... 1500.00
1606 AMC 12 2016 A Q13 Let \(N\) be a positive multiple of \(5\). One red... 1500.00
1607 AMC 12 2016 A Q14 Each vertex of a cube is to be labeled with an int... 1500.00
1608 AMC 12 2016 A Q15 Circles with centers \(P, Q\) and \(R\), having ra... 1500.00
1609 AMC 12 2016 A Q16 The graphs of \(y=\log_3x\), \(y=\log_x3\), \(y=\l... 1500.00
1610 AMC 12 2016 A Q17 Let \(ABCD\) be a square. Let \(E, F, G\) and \(H\... 1500.00
1611 AMC 12 2016 A Q18 For some positive integer \(n\), the number \(110n... 1500.00
1612 AMC 12 2016 A Q19 Jerry starts at 0 on the real number line. He toss... 1500.00
1613 AMC 12 2016 A Q20 A binary operation \(\diamondsuit\) has the proper... 1500.00
1614 AMC 12 2016 A Q23 Three numbers in the interval [0,1] are chosen ind... 1500.00
1615 AMC 12 2016 A Q24 There is a smallest positive real number \(a\) suc... 1500.00
1616 AMC 12 2016 A Q25 Let \(k\) be a positive integer. Bernardo and Silv... 1500.00
1617 AMC 12 2016 B Q2 The harmonic mean of two numbers can be calculated... 1500.00
1618 AMC 12 2016 B Q3 Let \(x=-2016\). What is the value of $$\left|... 1500.00
1619 AMC 12 2016 B Q4 The ratio of the measures of two acute angles is \... 1500.00
1620 AMC 12 2016 B Q5 The War of \(1812\) started with a declaration of ... 1500.00