The word "parentheses" is correct and usable in written English.
You can use it to refer to a pair of ( ), curved symbols used to set off material that is not part of the main text. For example, you could say, "He wrote his conclusion in parentheses at the end of the sentence."
But there's no need to be! They're just parentheses.
A make-up pro, she is also trying to solve a long-running internet mystery with her video about why Russians finish their sentences with closed parentheses online.
(A complete sentence that stands alone in parentheses starts with a capital letter and ends with a stop).
If entering one of the long formulas and it won't take, count left and right parentheses to make sure they're properly matched and in their proper places please.
Birahima's last battle Of dreams and nightmares Wartime rations Reprints Related items West Africa's wars: A region in flamesJul 3rd 2003 New novels from France: The young and the restlessNov 23rd 2000Birahima tells his story in a unique mixture of erudite French, Malinke slang and local proverbs (with definitions for all of them in parentheses).
In the end we stuck to the Spanish original, with a translation in parentheses on first mention.
(Another reminder that good grammar does not equal good writing).Read that last bit in parentheses a few times.
So much the better, probably.Her memoirs, handwritten in a scrawl that only one friend could decipher and transcribe, are heavily packed with italics and exclamation marks and parentheses.
If they couldn't spot the analytical flaws, they might have done something about the stylistic ones that range from curious analogies to long phrases in parentheses.
Second, the Securities and Exchange Commission requires firms in the relevant filing to list the subsidiary name, followed by the country name in parentheses.
But this sum can also be rewritten 1 − (1 − 1 + 1 − 1 + …) = 1 − 0 since we've just shown that the term in parentheses vanishes—= 1. Relying on intuitions about how to perform infinite sums leads to the conclusion that 1 = 0. Until one can give a theory of infinite sums that can give a satisfactory answer to any problem, one cannot say that Zeno's infinite sum is obviously finite.
