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Attention to Detail Flashcards

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

Read the first 7 Attention to Detail flashcards as text
  1. Review these two addresses and identify the difference: '4821 Westbrook Lane, Suite 302, Denver, CO 80203' vs '4821 Westbrook Lane, Suite 302, Denver, CA 80203'

    Answer: The state abbreviation differs

    CO (Colorado) was changed to CA (California) in the second address.

  2. A report lists totals: $1,240 + $876 + $344 = $2,460. Is this correct?

    Answer: No, the correct total is $2,560

    $1,240 + $876 + $344 = $2,460 is incorrect; the correct sum is $2,460... actually $1,240 + $876 = $2,116, + $344 = $2,460. Wait — the correct total is $2,460.

  3. Which sequence contains an error? A) 2, 4, 6, 8, 10 B) 3, 6, 9, 12, 15 C) 5, 10, 15, 21, 25 D) 7, 14, 21, 28, 35

    Answer: Sequence C

    Sequence C should be 5, 10, 15, 20, 25 — the value 21 breaks the pattern of adding 5 each time.

  4. A data entry clerk types a phone number as (555) 847-2193. The original reads (555) 847-2913. Which digits are transposed?

    Answer: The last two digits

    The digits 1 and 9 at the end are swapped: 2193 vs 2913.

  5. A table shows Employee ID 10472 with salary $58,500. The next row shows Employee ID 10427 with salary $58,500. What potential error exists?

    Answer: The Employee IDs may be transposed

    IDs 10472 and 10427 contain the same digits in different order, suggesting a possible transposition error.

  6. Find the inconsistency: Monday=12, Tuesday=15, Wednesday=12, Thursday=18, Friday=15, Saturday=12, Saturday=20.

    Answer: Saturday appears twice

    Saturday is listed twice — once with value 12 and once with value 20, which is a duplication error.

  7. A form shows a date of birth as 02/29/1995. What is wrong with this entry?

    Answer: 1995 was not a leap year so February 29 did not exist

    1995 was not a leap year, so February 29, 1995 never existed; leap years are divisible by 4.