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Define a higher order version of the insertion sort algortihm. That is define functions
insertBy :: Ord b => (a->b) -> a -> [a] -> [a]
inssortBy :: Ord b => (a->b) -> [a] -> [a]
such that inssort f l sorts the list l such that an element x comes before an element y if f x < f y.
Students sit three examinations and their results are represented by the type synonyms:
type Mark = Int
type Result = (Mark, Mark, Mark)
Use inssortBy to answer the following questions. In testing your functions, you may wish to use the list of results, level1,
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Note: You should pay attention on following good practices: Appropriate code comments(If you make any assumptions clearly comment them in the code) Indentation
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Write a Prolog predicate remove_nth(N,L1,L2) that is true if list L2 is just list L1 with its Nth element removed. If L1 does not have an Nth element then the predicate should fail
Explain, in your own words, how web designers can deal with CSS conflict resolution. What is the order of precedence between the different types of CSS (inline, embedded and extern
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