1. (n) A piece of punctuation, one of a pair of square three sided figures which enclose, usually, an interpolation into a quotation. [This is enclosed by brackets]
2. (n) Figuratively, a range of things defined by limits like brackets, especially an "income bracket"
3. (v) To place on either side of something. Used especially in artillery spotting.
4. (n) A right angled support for a shelf, attached both to a wall and the bottom of the shelf.
There is a space before an opening bracket, but I am reasonably sure there is no space after the opening bracket. Neither is there one before the closing bracket.
In a double elimination tournament, each participant must lose two matches to be eliminated. The structure typically involves two brackets: a winners' bracket and a losers' bracket. A team that loses in the winners' bracket drops to the losers' bracket, while a team that loses in the losers' bracket is eliminated. The final match usually pits the winner of the winners' bracket against the winner of the losers' bracket, and if the latter wins, a decisive match is held to determine the champion.
Literal is word for word; verbatim
There is no such word in English, -it is gibberish.
I didn't mean it!I mean, seriously what's your problem?You are being so mean.
Use parentheses, then brackets, then parentheses, then brackets, and so on. Word (word [word], word [word (word)])
2
BinomialBisectorBrackets One word can be "binomial". Another word can be" bracket[s]"
It could mean the set of all real numbers excluding 0. For example, a set over which division is defined.
It's a bracket that holds guns.
upright curved lines -parenthesisbrace - bracket
Ten multiplied by open bracket, two point five plus thirteen point five, close bracket.
The word "bracket" can be a noun or a verb. As a noun, it refers to a support or frame attached to a wall to hold up a shelf, while as a verb, it means to support or enclose something within brackets.
Pipe bracket.
Yes. The A has a short A sound as in jagged or bracket.
The distributive property of multiplication over addition states that a*(b + c) = a*b + a*c that is, the multiplication of the bracket by a can be distributed over the elements inside the bracket.
(shita)hou ga ii *word in bracket can be replaced with any other plain past verb.