What will be the time complexity of insertion operation if all the candidates are evenly spaced so that each bin has constant no. of candidates? (m = number of bins intersecting candidate intersects)(a) O(1)(b) O(m)(c) O(m^2)(d) O(log m)The query is from Trees in section Trees of Data Structures & Algorithms IThe question was asked in homework.

What will be the time complexity of insertion operation if all the can

1.	What will be the time complexity of insertion operation if all the candidates are evenly spaced so that each bin has constant no. of candidates? (m = number of bins intersecting candidate intersects)(a) O(1)(b) O(m)(c) O(m^2)(d) O(log m)The query is from Trees in section Trees of Data Structures & Algorithms IThe question was asked in homework.
Answer» Correct choice is (b) O(m) EASY explanation - The process of insertion BECOMES faster in the CASE when the number of CANDIDATES are equally DISTRIBUTED among the bins. In such a case the query operation becomes O(m). It is practically faster than deletion in this case.

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