CHAPTER 10
INFORMATION SYSTEMS CONTROLS FOR SYSTEMS RELIABILITY – PART 3: PROCESSING INTEGRITY AND AVAILABILITY
SPECIAL INTRODUCTION TO EXCEL
This chapter includes a number of problems that use Excel’s built-in Data Validation tool to help students better understand processing integrity controls by programming them in a spreadsheet. Some students will already
be familiar with this tool, others will not. Therefore, this brief introductory tutorial may be useful as a hand-out prior to assigning the Excel questions in this chapter.
The Data Validation tool is found on the “Data” tab, as shown below:
![](data:image/png;base64,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)
Click on “Data Validation” and then choose the option “data validation”: