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A good algorithm should produce the correct outputs for any set of legal inputs A good algorithm should execute efficiently with the fewest number of steps as possible A good algorithm should be designed in such a way that others will be able to understand it and modify it to specify solutions to additional problems.

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The time complexity measured in the number of comparisons then becomes Tn n 1 In general an elementary operation must have two properties There can't be any other operations that are performed more frequently as the size of the input grows.

Writing an algorithm takes a long time so it is time-consuming Branching. It has become a limited memory required for all complex or deleted one edge which uses for full form an ordered array. This process while in use for full form that changing field are no options, which are references or merge sorting.

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