\node [above] at (0,6) {\(E_\textup{ус}\)}; \node [above] at (0,6) {\(E_{acc}\)}; \node [right] at (10,0) {\(t\)}; \node at (1.5,5.4) {заполнение}; \node at (4.5,5.4) {работа}; ...
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Hence it’s a table with two columns and three rows. Here is how you organize the text in a table: In each table cell write the the text that you want to appear in the cell. Then type & when you want to jump to the next column. A new table row begins when you type \\. You...
For two-sided printing, the \evensidemargin (\oddsidemargin) parameter determines the distance on even (odd) numbered pages between the left side of the page and the text’s left margin, with \oddsidemargin being 40% of the difference between \paperwidth and \textwidth, and \evenside...
b e f o r e = O v e r s e t C o n t e n t s l a t e r before \xlongequal{OversetContents} laterbeforeOversetContentslater before \xlongequal{oversetContents} later 🎈各种箭头 带文字箭头/可变长箭头 可变长箭头示例 a \xRightarrow{\text{a long text}} b ...
The font used to typeset this text will depend on surrounding conditions, which means it will inherit the current encoding, family, series, and shape, as in the example below. Copy 1\sffamily The result will be 2\[ x = 10 \textbf{ and thus } y = 12 \]...
Use the Find panel to find and replace text in any document. Keyboard Shortcuts Take advantage of keyboard shortcuts to quickly navigate the app. Snippet Editor The Snippet Editor allows you to typeset mathematical expressions without the overhead of a full Archimedes document. Use the Copy Vect...
In equations, the normal text symbols are written as such, for example 2 and f. Greek symbols are named for example \alpha, \beta and so on. You don’t need to remember these because in WinEdt and TeXnicCenter you can use symbol toolbars, which have...
For example, supposing that the current equation number is 2.1, write \begin{equation}\label{first} a=b+c \end{equation} some intervening text \begin{subequations}\label{grp} \begin{align} a=b+c\label{second}\\ d=e+f+g\label{third}\\ h=i+j\label{fourth} \end{align} \end{...
2x+100 & {\quad if\quad x\textgreater 0} \end{array} \right. $$ \section*{Problem 2} (a) \begin{proof} There exists two sets of points $x_n$ and $y_n$ .\\ $x_n=\{(a_n,z_1):n=1,2,...,a_n\in \mathds{Q},z_1\in \mathds{R},a_n>a\},x_n\longrightarrow...