![(b) Write a tail-recursıve Prolog procedure daff2(L,R) to compute the following L is a list of ordered pairs of the form (a, b) where a and b are integers R contains the result when we add up all the ts where u = (b-a) for all the ordered pairs in the list L For example Given L[(4,6), (3,4), (5,4)] R(6-4) (4-3) (4-5)2 1-2 (c) Why is the program in (a) more efficient ın terms of space than an alternative program that is not tail-recursive?](https://media.cheggcdn.com/media%2F702%2F7020c6fa-1e3f-4d41-b0b1-e3f15bbae56f%2Fphp5pkwQZ.png)
What part of the question ismissing please? This is all the question given.
(b)
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(Solved) : B Write Tail Recurs Ve Prolog Procedure Daff2 L R Compute Following L List Ordered Pairs F Q34186233 . . . .
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