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Engineering · Computer Science
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4) (20 points) Given a sequence b,, ..., bn, the length of its longest monotone increasing subsequence can be computed by the recurrencemax l:j<i&bi< b)+ 1 for i -1,, n (where max 0) a) Use the recurrence given above to find the length of a longest monotone increasing subsequence of 7, 14,5,8, 11,9,20 by filling in the table below, and find one such sequence. i 12345 67 7 bi7 14 5 811 920 b) What is the time complexity of this approach?

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