A) Look for numerical patterns or separators. B) Ignore context entirely. C) Consult an expert immediately. D) Assume the date is invalid.
A) % B) / C) # D) $
A) Seconds. B) Month number. C) Four-digit year. D) Day of the week.
A) Milliseconds. B) Two-digit month. C) Year of the century. D) Day of the year.
A) Minute of the hour. B) Day of the month as a word. C) Two-digit day. D) Hour of the day.
A) YYYY/MM/DD B) DD-MM-YYYY C) MM-DD-YYYY D) YYYY-MM-DD
A) The temperature on that day. B) The hour of the day. C) The number of days left in the month. D) The rank of the day within the month.
A) Planetary alignments. B) Random events. C) Solar year. D) Lunar cycle.
A) Random events. B) Lunar cycle. C) Solar year (with less accurate leap year rules). D) Planetary alignments.
A) A number from 1-366 representing the day. B) The day of the week. C) Always the first day of a specific month. D) The number of days left in the year.
A) Seconds since January 1, 1970 UTC. B) Days since the formation of Earth. C) Milliseconds since the Big Bang. D) Hours since the start of the universe.
A) A year with 365 days. B) A year with 366 days. C) A year with 364 days. D) A year with 367 days.
A) To make February longer. B) To account for the difference between the solar year and the calendar year. C) To confuse historians. D) Because of a decree by Julius Caesar.
A) Mayan Calendar B) Julian Calendar C) Gregorian Calendar D) Islamic Calendar
A) Presence of ordinal indicators. B) Font style. C) Color of the text. D) Context and day/month values.
A) A one-month period. B) A four-month period. C) A six-month period. D) A three-month period.
A) YY/MM/DD B) DD-MM-YY C) ISO 8601 (YYYY-MM-DD) D) MM/DD/YY
A) Absolute Minute/Past Minute. B) Atypical Morning/Perfectly Magnificent. C) Ante Meridiem/Post Meridiem, before/after noon. D) Always/Perhaps Midnight.
A) October 27nd, 2023 B) October 27th, 2023 C) October 27, 2023 D) 27 October, 2023rd
A) Number of seconds that have elapsed since January 1, 1970 (midnight UTC/GMT). B) The number of CPU cycles since the invention of the computer. C) A secret code known only to Unix programmers. D) Number of days since the birth of Unix.
A) Reroll the date. B) Consider the context and expected format. C) Ignore the date. D) Assume it's always January 2nd, 2003.
A) Christian Era B) Current Epoch C) Common Era D) Calculated Era
A) Before Current Epoch B) Before Common Era C) Before Christian Era D) Best Case Estimate
A) January 31, 2024 B) February 30, 2024 C) April 30, 2024 D) December 31, 2024
A) To print dates on paper. B) To calculate the age of a document. C) To convert date strings into a structured date object. D) To automatically create new dates.
A) Font size. B) Network speed. C) Time zones. D) Color of the paper.
A) The week's position within the year. B) The day of the week. C) A random number assigned to each week. D) The number of days in the week.
A) Mayan calendar. B) Julian calendar. C) Islamic calendar. D) Gregorian calendar.
A) 366 B) 367 C) 364 D) 365
A) Guess randomly. B) Always assume the current date. C) Research common formats and regional conventions. D) Delete the data. |