Open and close parentheses are used in writing and mathematics to indicate grouping or to clarify the relationships between elements. In writing, they can enclose additional information or clarifications without interrupting the main flow of the text. In mathematics, parentheses indicate the order of operations, specifying which calculations should be performed first. Overall, they help to enhance clarity and organization in both contexts.
open parenthesis
x cubed y cubed z squared
Open parenthesis are used at the beginning of a quote. Close parenthesis are used at the end of a quote after the punctuation.
(\_/)(^_^)(") (")This bunny looks best in Geneva on Microsoft word.DIRECTIONS1. open parenthesis (shift+9) + backward slash + underscore (shift + dash) + forward slash + close parenthesis (shift+0)2. open parenthesis + carat (shift+6)+underscore+carat+close parenthesis3. open parenthesis + quotes (shift + apostrophe) + space + quotes + close parenthesis--or--(\(\('.')(( )( )This bunny looks best in Times New Roman on Microsoft Word.DIRECTIONS:1. open parenthesis (shift+9)+backward slash + open parenthesis + backward slash2a. open parenthesis + open quote + space + open quote + close parenthesis2b. go back to step 2a. and change the space to a period.3. open parenthesis + open parenthesis + space + close parenthesis + open parenthesis + space + close parenthesis
the answer is either 42 36 58 12 5 6 90 45 18
(x2y2)3 + (x3y3)2 = 2x6y6.
parenthesis = singular form, i.e., ( OR ) parentheses = plural form, i.e., ( AND ) The singular forms are generally referred to as: open or left parenthesis = ( close or right parenthesis = ) As for the top or bottom half of one parenthesis? I have no idea.
30
the equation is 5(a+2) if a is 1 than the answer is 15 if a is 2 than the answer is 20 if a is 3 than the answer is 25 etc...
When you wish to make something look as though it were added on as an afterthought (Or in mathematics)
You are given: G(x) = x2 + x So if you want to solve G(2), all you need to do is replace all occurrences of "x" with the number 2, then work out what it comes to. G(2) = 22 + 2 ∴G(2) = 4 + 2 ∴G(2) = 6
(16 x 22)2 = (16 x 4)2 = (64)2 = 4096. Always perform the operations inside parenthesis first.