Which formula yields the filing accuracy rate given total records and missing records?

Which formula yields the filing accuracy rate given total records and missing records?

• A. (Total records minus missing records) divided by total records, times 100
• B. (Missing records divided by total records, times 100)
• C. (Total records divided by missing records, times 100)
• D. (Total records times 100)

Answer: (A)

Filing accuracy rate measures what portion of all records are present and correctly filed. To get that percentage, you look at how many records are not missing and compare that to the total number of records, then convert to a percent. That is exactly the expression: (total records minus missing records) divided by total records, times 100. Here, subtracting missing from the total gives the count of records that are present, and dividing by the total normalizes it to a fraction of all records before converting to a percent. Why the other forms don’t fit: missing records divided by total would give the percentage missing, not the percentage present. Total divided by missing would yield an unrelated ratio that doesn’t represent a proportion of complete records, and multiplying total by 100 has no meaningful normalization to a percentage of completeness.

Filing accuracy rate measures what portion of all records are present and correctly filed. To get that percentage, you look at how many records are not missing and compare that to the total number of records, then convert to a percent. That is exactly the expression: (total records minus missing records) divided by total records, times 100. Here, subtracting missing from the total gives the count of records that are present, and dividing by the total normalizes it to a fraction of all records before converting to a percent.

Why the other forms don’t fit: missing records divided by total would give the percentage missing, not the percentage present. Total divided by missing would yield an unrelated ratio that doesn’t represent a proportion of complete records, and multiplying total by 100 has no meaningful normalization to a percentage of completeness.