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Some Examples of Formulas
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| - | When you insert a formula into a Writer document, the {{window|Selection}} floating window opens. It allows you to use | + | When you insert a formula into a Writer document, the {{window|Selection}} floating window opens. It allows you to use many templates make writing formulas easier. Sometimes, however, you may need to write more complicated formulas. The table below provides some examples of more complex formulas.<br> |
| '''Note: In linear systems, the +, -, = signs have to be placed between quotes. Some other characters are suitable too, as `, %, or two pairs of braces {}, but quotes are the simplest to use.''' | '''Note: In linear systems, the +, -, = signs have to be placed between quotes. Some other characters are suitable too, as `, %, or two pairs of braces {}, but quotes are the simplest to use.''' | ||
| {| align="center" border="1" | {| align="center" border="1" | ||
| |- | |- | ||
| - | ! style="background: #efefef;" |'' | + | ! style="background: #efefef;" |''Commands'' |
| - | !style="background: #efefef;" | '' | + | !style="background: #efefef;" | ''Formulas'' |
| |- | |- | ||
| |'''Superposed fractions''' | |'''Superposed fractions''' | ||
Revision as of 00:17, 5 October 2007
When you insert a formula into a Writer document, the Selection floating window opens. It allows you to use many templates make writing formulas easier. Sometimes, however, you may need to write more complicated formulas. The table below provides some examples of more complex formulas.
Note: In linear systems, the +, -, = signs have to be placed between quotes. Some other characters are suitable too, as `, %, or two pairs of braces {}, but quotes are the simplest to use.
| Commands | Formulas |
|---|---|
Superposed fractions
{{1 over 2}+ 5}over {3+{5+1} over {8-5}}
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Linear system
left lbrace matrix{x#"+"#2 y#"=" # 5
## 3 x#"-"#5 y#"=" # 2} right none
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Piecewise function
f(x)=left lbrace matrix {0 # "for" #```x` <` 0
## 1 # "for" # 0`≤`x`<`1
## x # "for" # ```x`≥`1 }right none
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Finite continued fraction
[a_{1},a_{2}, dotslow , a_{n}] = {1 over {a_{1}+ 1 over {a_{2}
+1 over { {dotsaxis + 1 over {a_{n}}}} }}}
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Infinite continued fraction
[a_{1},a_{2}, a_{3},dotslow] = {1 over {a_{1}+ 1 over {a_{2}
+1 over { {a_{3}+{1 over {~ dotsdown}}}}} }}
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Matrix of order (n,m)
M_(n,m)=left( matrix{a_11 # a_12 # dotsaxis #a_{"1m"}
##a_21 # a_22 # dotsaxis # a_{"2m"}
##dotsvert #dotsvert #dotsdown #dotsvert
##a_{"n1"} # a_{"n2"} # dotsaxis #a_{"nm"}}right)
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