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Clerical Speed and Accuracy Flashcards

7 cards from real NYC practice questions. Tap to flip, then mark Knew It or Still Learning — missed cards come back until you master them.

Read the first 7 Clerical Speed and Accuracy flashcards as text
  1. A clerk must alphabetize the following street names: Zerega, Atlantic, Burnside, Allerton. What is the correct order?

    Answer: Allerton, Atlantic, Burnside, Zerega

    Allerton (Al-) comes before Atlantic (At-) since 'l' precedes 't'; Burnside (B) follows, then Zerega (Z).

  2. A file contains records numbered in sequence: 1047, 1048, 1049, 1051, 1052. Which record number is missing?

    Answer: 1050

    The sequence skips from 1049 directly to 1051, so record number 1050 is missing.

  3. An incoming mail log shows: Letter A arrived at 9:15 AM, Letter B at 9:47 AM, Letter C at 10:03 AM, Letter D at 9:31 AM. In what order should they be logged by arrival time?

    Answer: A, D, B, C

    Chronological order by arrival time: A (9:15 AM), D (9:31 AM), B (9:47 AM), C (10:03 AM).

  4. A clerk verifies a check that reads 'Four Hundred Fifty-Two Dollars and 00/100.' Which numeric amount matches?

    Answer: $452.00

    'Four Hundred Fifty-Two Dollars' written out equals $452.00 numerically.

  5. A records system uses color-coding: Red=Active, Blue=Closed, Yellow=Pending. A clerk places an active case in a blue folder. What error was made?

    Answer: An active case was filed as closed

    An active case (red folder) placed in a blue folder means it was incorrectly filed as a closed case.

  6. Which of the following phone numbers is entered CORRECTLY based on the original: (718) 555-0192?

    Answer: (718) 555-0192

    Only option C, (718) 555-0192, exactly matches the original number without any transposed digits.

  7. A batch of 50 forms must be processed. A clerk completes 12 forms in the first hour and 15 forms in the second hour. What percentage of the total batch has been completed?

    Answer: 54%

    12 + 15 = 27 forms completed out of 50 total; 27 ÷ 50 × 100 = 54%.