Imagine a collection of nuts and bolts that are all together in one pile on a table. Describe, in pseudocode, how you would find all matching pairs of nuts and bolts. Determine how many comparisons of pairs of nuts and bolts you might have to make in the best- and worst-case scenario. You can assume that there are complete pairs, no single nuts or bolts, and that for each bolt, there is exactly one nut that fits. a) Describe a solution to the nuts and bolts problem (in pseudocode) using a Brute Force Approach. 2 marks b) describe how many comparisons you need to make in the best and worse case scenarios (in your own words, 150 to 200 words) 1 mark b) Describe how you can reduce the number of comparisons by using a different approach, in your own words (not pseudocode,150 to 200 words). 2 marks