Question

To make this algorithm functional, which step would you add to step 4?

Scan to find the smallest number
Set to 0 in the index in the output array
Remove that number from the input array
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A: Repeat steps 1-3, but subtract the total from the numbers summated
B: Print output in the correct order
C: Divide the array by the index, print the array output
D: Repeat steps 1-3, but add 1 to the index number for each loop

Answer 1

To complete the algorithm, the step to add after finding the smallest number and updating the output array is to repeat the initial steps, incrementing the index by one. This ensures the continued sorting of the remaining unsorted elements.

Step-by-step explanation:

To make the algorithm functional by finding and organizing the smallest numbers, the step you would add to step 4 is D: Repeat steps 1-3, but add 1 to the index number for each loop. This allows the algorithm to continue scanning and organizing the remaining numbers in the input array systematically until all numbers are sorted into the output array. In Solution A, this is the step-by-step approach that requires repeating the process iteratively, whereas Solution B refers to using a function within a TI-83, 83+, or 84 calculator to achieve the same sorting mechanism. Remember that each time you return to step 1, you move to the next index position, effectively sorting the smallest number found at each iteration into the correct place in the output array. Strategy and review of the problem-solving steps are essential in ensuring accuracy throughout the process.