2008 AIME II Problems

Revision as of 18:33, 3 April 2008 by Samk (talk | contribs)

Problem 1

Let $N = 100^2 + 99^2 - 98^2 - 97^2 + 96^2 + \cdots + 4^2 + 3^2 - 2^2 - 1^2$, where the additions and subtractions alternate in pairs. Find the remainder when $N$ is divided by $1000$.

Solution

Problem 2

This problem has not been edited in. Help us out by adding it.

Solution

Problem 3

This problem has not been edited in. Help us out by adding it.

Solution

Problem 4

This problem has not been edited in. Help us out by adding it.

Solution

Problem 5

This problem has not been edited in. Help us out by adding it.

Solution

Problem 6

This problem has not been edited in. Help us out by adding it.

Solution

Problem 7

This problem has not been edited in. Help us out by adding it.

Solution

Problem 8

This problem has not been edited in. Help us out by adding it.

Solution

Problem 9

This problem has not been edited in. Help us out by adding it.

Solution

Problem 10

This problem has not been edited in. Help us out by adding it.

Solution

Problem 11

This problem has not been edited in. Help us out by adding it.

Solution

Problem 12

This problem has not been edited in. Help us out by adding it.

Solution

Problem 13

This problem has not been edited in. Help us out by adding it.

Solution

Problem 14

This problem has not been edited in. Help us out by adding it.

Solution

Problem 15

This problem has not been edited in. Help us out by adding it.

Solution

See also