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Engineering, 21.02.2020 21:00 cristian691023

In a file called BigO. java, implement BigOInterface and write methods that have the following runtime requirements: cubic must be O(n^3) exp must be O(2^n) constant must be O(1) Where n is an integer which is passed into the function. The methods can contain any code fragments of your choice. However, in order to receive any credit, the runtime requirements must be satisfied. As in the previous two problems, you must implement the interface to receive full credit. In addition to writing the code fragments, we will explore their actual runtimes, to observe big-O in action in the real world. In a file called Problem3.java write a main method which runs the code with various values of n and measures their runtime. Then, discuss the results you observed briefly in a file called Problem3.txt. To properly time code runtime in Java, we must disable compiler optimizations. We do this by running the code with the -Xint flag, for example: java -Xint Problem3. The easiest way to time your run is to wrap each fragment with the following code:

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In a file called BigO. java, implement BigOInterface and write methods that have the following runti...
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