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Multiple Choice

In the context of an integer array, what does the provided method sumAndSorted accomplish?

The method sumAndSorted is designed to perform two distinct actions on an integer array: calculating the sum of all its elements and sorting the array in ascending order. When it returns the sum, it provides a single numerical value that represents the total of all numbers contained in the array. Simultaneously, sorting the array organizes those numbers in an ascending fashion, which can be very useful for further operations or for presenting data in a structured way. This dual functionality aligns perfectly with the description of the correct choice, as it explicitly mentions both summing the elements and sorting the array. In a well-designed approach, both processes are often integral to manipulating numerical data efficiently, thus making this functionality valuable in various computational scenarios. The other choices do not encompass both operations. For example, calculating the average does not directly sum or sort the array; finding the product is a completely different mathematical operation from summation; and removing duplicates focuses solely on data cleanliness without addressing the need for summation or sorting. Each of these alternatives falls short of describing the comprehensive behavior of the method you're inquiring about.

The method sumAndSorted is designed to perform two distinct actions on an integer array: calculating the sum of all its elements and sorting the array in ascending order. When it returns the sum, it provides a single numerical value that represents the total of all numbers contained in the array. Simultaneously, sorting the array organizes those numbers in an ascending fashion, which can be very useful for further operations or for presenting data in a structured way.

This dual functionality aligns perfectly with the description of the correct choice, as it explicitly mentions both summing the elements and sorting the array. In a well-designed approach, both processes are often integral to manipulating numerical data efficiently, thus making this functionality valuable in various computational scenarios.

The other choices do not encompass both operations. For example, calculating the average does not directly sum or sort the array; finding the product is a completely different mathematical operation from summation; and removing duplicates focuses solely on data cleanliness without addressing the need for summation or sorting. Each of these alternatives falls short of describing the comprehensive behavior of the method you're inquiring about.