A double-square number is an integer X which can be expressed as the sum of two perfect squares. For example, 10 is a double-square because 10 = 32+ 12. Your task in this problem is, given X, determine the number of ways in which it can be written as the sum of two squares. For example, 10 can only be written as 32 + 12 (we don’t count 12 + 32 as being different). On the other hand, 25 can be written as 52 + 02 or as 42 + 32.
You should first read an integer N, the number of test cases. The next N lines will contain N values of X.
For each value of X, you should output the number of ways to write X as the sum of two squares.
Continua la lettura di Facebook Hacker Cup – Double Squares – Solution
You’ve been given a list of words to study and memorize. Being a diligent student of language and the arts, you’ve decided to not study them at all and instead make up pointless games based on them. One game you’ve come up with is to see how you can concatenate the words to generate the lexicographically lowest possible string.
As input for playing this game you will receive a text file containing an integer N, the number of word sets you need to play your game against. This will be followed by N word sets, each starting with an integer M, the number of words in the set, followed by M words. All tokens in the input will be separated by some whitespace and, aside from N and M, will consist entirely of lowercase letters.
Your submission should contain the lexicographically shortest strings for each corresponding word set, one per line and in order.
Continua la lettura di Facebook Hacker Cup – Studious Student – Solution