# 99 questions/Solutions/24

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< 99 questions | Solutions(Difference between revisions)

Remi.berson (Talk | contribs) (Last solution modified to return IO [Int] and using global number generator) |
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diff_select n m = take n . nub . randomRs (1, m) | diff_select n m = take n . nub . randomRs (1, m) | ||

</haskell> | </haskell> | ||

+ | |||

+ | Or without giving StdGen as argument and returning IO [Int]: | ||

+ | <haskell> | ||

+ | import System.Random | ||

+ | import Data.List | ||

+ | import Control.Applicative | ||

+ | |||

+ | diff_select :: Int -> Int -> IO [Int] | ||

+ | diff_select n m = take n . nub . randomRs (1, m) <$> getStdGen | ||

+ | </haskell> | ||

+ | |||

+ | [[Category:Programming exercise spoilers]] |

## Latest revision as of 13:01, 10 May 2014

Lotto: Draw N different random numbers from the set 1..M.

import System.Random diff_select :: Int -> Int -> IO [Int] diff_select n to = diff_select' n [1..to] diff_select' 0 _ = return [] diff_select' _ [] = error "too few elements to choose from" diff_select' n xs = do r <- randomRIO (0,(length xs)-1) let remaining = take r xs ++ drop (r+1) xs rest <- diff_select' (n-1) remaining return ((xs!!r) : rest)

The random numbers have to be distinct!

In order to use randomRIO here, we need import module System.Random.

As can be seen, having implemented problem 23, rnd_select, the solution is trivial.

diff_select n to = rnd_select [1..to] n

Alternative solution:

diffSelect :: Int -> Int -> IO [Int] diffSelect n m = do gen <- getStdGen return . take n $ randomRs (1, m) gen

(Note that this doesn't really solve the problem, since it doesn't generate *distinct* numbers).

Using nub from Data.List:

diff_select :: Int -> Int -> StdGen -> [Int] diff_select n m = take n . nub . randomRs (1, m)

Or without giving StdGen as argument and returning IO [Int]:

import System.Random import Data.List import Control.Applicative diff_select :: Int -> Int -> IO [Int] diff_select n m = take n . nub . randomRs (1, m) <$> getStdGen