Problem Rankings

Rank Source Description Elo Rating
2061 AMC 12 1996 A Q1 The addition below is incorrect. What is the large... 1500.00
2062 AMC 12 1996 A Q2 Each day Walter gets \(\$3\) for doing his chores ... 1500.00
2063 AMC 12 1996 A Q4 Five numbers from a list of nine integers are \(7,... 1500.00
2064 AMC 12 1996 A Q7 A father takes his twins and a younger child out t... 1500.00
2065 AMC 12 1996 A Q8 If \(3 = k \cdot 2^r\) and \(15 = k \cdot 4^r\), t... 1500.00
2066 AMC 12 1996 A Q9 Triangle \(PAB\) and square \(ABCD\) are in perpen... 1500.00
2067 AMC 12 1996 A Q12 A function \( f\) from the integers to the integer... 1500.00
2068 AMC 12 1996 A Q13 Sunny runs at a steady rate, and Moonbeam runs \(m... 1500.00
2069 AMC 12 1996 A Q15 Two opposite sides of a rectangle are each divided... 1500.00
2070 AMC 12 1996 A Q16 A fair standard six-sided dice is tossed three tim... 1500.00
2071 AMC 12 1996 A Q17 In rectangle \(ABCD\), angle \(C\) is trisected by... 1500.00
2072 AMC 12 1996 A Q18 A circle of radius 2 has center at (2,0). A circle... 1500.00
2073 AMC 12 1996 A Q19 The midpoints of the sides of a regular hexagon \(... 1500.00
2074 AMC 12 1996 A Q20 In the xy-plane, what is the length of the shortes... 1500.00
2075 AMC 12 1996 A Q21 Triangles \(ABC\) and \(ABD\) are isosceles with \... 1500.00
2076 AMC 12 1996 A Q22 Four distinct points, \(A\), \(B\), \(C\), and \(D... 1500.00
2077 AMC 12 1996 A Q23 The sum of the lengths of the twelve edges of a re... 1500.00
2078 AMC 12 1996 A Q25 Given that \(x^2 + y^2 = 14x + 6y + 6\), what is t... 1500.00
2079 AMC 12 1996 A Q26 An urn contains marbles of four colors: red, white... 1500.00
2080 AMC 12 1996 A Q28 On a \(4 \times 4 \times 3\) rectangular parallele... 1500.00