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Academic quarter only applies to time given in full hours, and the academic quarter can be removed by saying that the time is "on the dot" by adding the word "dot" ("prick" in Swedish) or an actual ".". E.g. 10 dot is 10:00. The dot removes one academic quarter, so in the evening time "on the dot" is written "dot dot" to remove both quarters.
This quarter system was adopted by the oldest universities in the English-speaking world (Oxford, founded circa 1096, [1] and Cambridge, founded circa 1209 [2]). Over time, Cambridge dropped Trinity Term and renamed Hilary Term to Lent Term, and Oxford also dropped the original Trinity Term and renamed Easter Term as Trinity Term, thus establishing the three-term academic "quarter" year widely ...
The term also applies to a comparison of data in a period of the current quarter to the same period in the previous quarter. For example, the comparison of sales in April (i.e., the first month of Q2) to sales in January would be a quarter-over-quarter comparison. It is sometimes abbreviated as q/q. [citation needed]
Below are the mintage figures for the United States quarter up to 1930, before the Washington quarter design was introduced. The following mint marks indicate which mint the coin was made at (parentheses indicate a lack of a mint mark): P = Philadelphia Mint. D = Denver Mint. S = San Francisco Mint. W = West Point Mint. O = New Orleans Mint. CC ...
Midwest was ranked #1 going into the game and was one of only 3 undefeated D2 teams. Midwest led 28–10 in the second quarter – the biggest Northwest deficit since it began its dominance in 2004. The game was played in 30 mph winds.
[9] In addition to circulating coins, the series is also minted as a silver proof set. [10] It succeeds the America the Beautiful quarters and Washington Crossing the Delaware quarter. Some coin collectors were critical of the "seemingly unending" proposal to continue to issue five new quarter designs every year for a third decade. [11]
Also unlike addition and multiplication, exponentiation is not associative: for example, (2 3) 2 = 8 2 = 64, whereas 2 (3 2) = 2 9 = 512. Without parentheses, the conventional order of operations for serial exponentiation in superscript notation is top-down (or right -associative), not bottom-up [ 25 ] [ 26 ] [ 27 ] (or left -associative).