| 3561 |
AMC 8 1991 A Q1 |
\(1,000,000,000,000-777,777,777,777=\)
$$\text{... |
1483.26 |
| 3562 |
AMC 8 1993 A Q3 |
Which of the following numbers has the largest pri... |
1483.26 |
| 3563 |
AMC 8 2000 A Q8 |
Three dice with faces numbered 1 through 6 are sta... |
1483.26 |
| 3564 |
AMC 8 2001 A Q1 |
Casey's shop class is making a golf trophy. He has... |
1483.26 |
| 3565 |
AMC 8 2005 A Q12 |
Big Al, the ape, ate 100 bananas from May 1 throug... |
1483.26 |
| 3566 |
AMC 8 2008 A Q17 |
Ms.Osborne asks each student in her class to draw ... |
1483.26 |
| 3567 |
AMC 10 2002 A Q5 |
Each of the small circles in the figure has radius... |
1483.26 |
| 3568 |
AMC 10 2006 B Q3 |
A football game was played between two teams, the ... |
1483.26 |
| 3569 |
AMC 10 2008 A Q4 |
Suppose that \( \frac{2}{3}\) of \( 10\) bananas a... |
1483.26 |
| 3570 |
AMC 10 2010 A Q5 |
The area of a circle whose circumference is \( 24\... |
1483.26 |
| 3571 |
AMC 10 2013 A Q25 |
All diagonals are drawn in a regular octagon. At h... |
1483.26 |
| 3572 |
AMC 12 2020 A Q11 |
A frog sitting at the point \((1, 2)\) begins a se... |
1483.26 |
| 3573 |
AMC 12 2022 A Q7 |
A rectangle is partitioned into 5 regions as shown... |
1483.26 |
| 3574 |
AMC 12 2015 A Q12 |
The parabolas \(y=ax^2-2\) and \(y=4-bx^2\) inters... |
1483.26 |
| 3575 |
AMC 12 2015 B Q6 |
Back in 1930, Tillie had to memorize her multiplic... |
1483.26 |
| 3576 |
AMC 12 2003 B Q7 |
Penniless Pete’s piggy bank has no pennies in it, ... |
1483.26 |
| 3577 |
AMC 12 1998 A Q11 |
Let R be a rectangle. How many circles in the plan... |
1483.26 |
| 3578 |
AMC 12 1995 A Q14 |
If \(f(x) = ax^4-bx^2+x+5\) and \(f(-3) = 2\), the... |
1483.26 |
| 3579 |
AMC 12 1990 A Q26 |
Ten people form a circle. Each picks a number and ... |
1483.26 |
| 3580 |
AIME 2004 II Q12 |
Let \(ABCD\) be an isosceles trapezoid, whose dime... |
1483.26 |