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please write code in Haskell. Use the function listcomp2 to implement the relation composition function compose you implemented earlier. Name function compose2 Here is the
please write code in Haskell. Use the function listcomp2 to implement the relation composition function compose you implemented earlier. Name function compose2 main:: 100) main -do print ( listcomp (* 3) (2,2,2,3,5,3,5,6,4,3,5,8), odd) listcomp: : (a->b)->[a]->(a->Bool)-> [b] listcomp fx g = [ft | tt2->a)->[t1]->[t2 ]->(t1->t2->Bool)->[a] listcomp2 f xs ys g = foldll (++) { listcomp (f x) ys (g x) | x
Here is the listcomp2 function
here is the compose function
compose :: [(Int, Int)] -> [(Int, Int)] -> [(Int, Int)]
compose x [] = []
compose [] x = []
compose (x:xs) y = removeduplicate $ [(fst x,t) | (s, t)
removeduplicate :: [(Int,Int)] -> [(Int, Int)]
removeduplicate x = foldl (\acc x -> if x `elem` acc then acc else x: acc) [] x
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