For this exercise, write a function that inserts a three-digit part number in a list of part numbers. The list is maintained in increasing numerical order, and duplicate part numbers aren’t allowed. Allocate a maximum list size of 100 values, and use a sentinel value of 9999 to indicate the end of the list. For example, if the current list contains nine part numbers, the 10th position in the list contains the sentinel value. the insertion process for an original list of nine part numbers, using the following processing algorithm: To determine where in the list the new part number should be placed This is done by comparing the new part number to each value in the current list until a match is found, a part number larger than the new part number is located, or the end of the list is encountered If the new part number matches an existing part number,              display a message that the part number exists Else               To make room for the new element in the array, move each element down one position. This is done by starting from the sentinel value and coping each item to the next position down until the desired position in the list is vacated. Insert the new part number in the vacated position Endif

Computer Networking: A Top-Down Approach (7th Edition)
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ISBN:9780133594140
Author:James Kurose, Keith Ross
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Chapter1: Computer Networks And The Internet
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 A common programming problem is maintaining a list in numerical or alphabetical order. For example, inventory part numbers are typically kept in numerical order, but telephone lists are kept in alphabetical order. For this exercise, write a function that inserts a three-digit part number in a list of part numbers. The list is maintained in increasing numerical order, and duplicate part numbers aren’t allowed. Allocate a maximum list size of 100 values, and use a sentinel value of 9999 to indicate the end of the list. For example, if the current list contains nine part numbers, the 10th position in the list contains the sentinel value. the insertion process for an original list of nine part numbers, using the following processing algorithm:

To determine where in the list the new part number should be placed

This is done by comparing the new part number to each value in the current list until a match is found, a part number larger than the new part number is located, or the end of the list is encountered

If the new part number matches an existing part number,

             display a message that the part number exists

Else

              To make room for the new element in the array, move each element down one position. This is done by starting from the sentinel value and coping each item to the next position down until the desired position in the list is vacated.

Insert the new part number in the vacated position

Endif

Note:use Binary search  OR Linear Search data structure.

 

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