Some Examples of LaTeX Equations

Use $ symbol before and after a LaTeX statement
LaTeX Code Example Output Description
\times \$ a \times b \$ $ a \times b $ For multiplication symbol
\div \$ a \div b \$ $ a \div b $ For division symbol
\lt , \gt \$ a \lt b \gt c \$ $ a \lt b \gt c $ For less than/greater than
\leq , \geq \$ a \leq b \geq c \$ $ a \leq b \geq c $ For less/greater than or equal to
a^n , a^{pq} \$ a^2 + b^2 \$ $ a^2 + b^2 $ For super script or to the power of
\$ a^{-2} +b^{-3} \$ $ a^{-2} +b^{-3}$ For super script with more than one term
a_n \$ a_1 + b_x =c_z \$ $ a_1 + b_x =c_z $ For subscripts
\$ H_2O + CH_3 \$ $ H_2O + CH_3 $ For chemical equations
\$ ^nC_r \$ or \$ ^{n}C_r \$ $ ^{n}C_r $ For permutations and combinations
\cfrac {a} {b}
\frac {a} {b}
\$ \cfrac{3}{5} , \frac{3}{5} \$ $ \cfrac{3}{5} , \frac{3}{5} $ For fractions and divisions
\$ \cfrac {a^2 + b^2} {c^2} \$ $ \cfrac {a^2 + b^2} {c^2} $ Use \cfrac for division in normal sizes
\$ \frac {a^2 + b^2} {c^2} \$ $ \frac {a^2 + b^2} {c^2} $ Use \frac for division with diminishing sizes
\tiny \$ \tiny a^2 + b^2) \$ $\tiny a^2 + b^2 $ For tiny size
\small \$ \small a^2 + b^2 \$ $\small a^2 + b^2 $ For small size
\large \$ \large a^2 + b^2 \$ $ \large a^2 + b^2 $ To increase the size of a fraction or equation
\Large \$ \Large a^2 + b^2 \$ $\Large a^2 + b^2 $ To increase the size extra large
\huge \$ \huge a^2 + b^2 \$ $\huge a^2 + b^2 $ To increase the size further
\Huge \$ \Huge a^2 + b^2 \$ $\Huge a^2 + b^2 $ To increase extra huge
\normalsize \$ \normalsize (a+b) \$ $\normalsize (a+b) $ For getting back to normal size
\bf \$ \bf a^2 + b^2 = c^2 \$ $ \bf a^2 + b^2 = c^2 $ To bold the text
\it \$ \it Scientific \ Names \$ $ \it Scientific \ Names $ To italicisze the text
\underline{abc} \$ \underline a, \underline{abc} \$ $ \underline a \ \ \underline{abc} $ To give an underline
\overline{abc} \$ \overline{abc}, \overline a \$ $ \overline{abc} \ \ \overline a $ line above text
\sqrt {n} \$ \sqrt {25} \$ $\sqrt {25} $ For Square roots
\sqrt[n]{a} \$ \sqrt[3]{a^2 + b^3} \$ $\sqrt[3]{a^2 + b^3}$ For nth root, cube root here
\therefore \$ \therefore a+b=c \$ $\therefore a+b =c$ Therefore symbol
\because \$ \because b^2 =2 \$ $\because b^2 =2$ Because or Since symbol
\circ \$ 45^\circ C \$ $45^\circ C$ For degree symbol
\angle \$ \angle 45 \$ $\angle 45$ To show angle
\bullet \$ \bullet \$ Text1
\$ \bullet \$ Text2
$ \bullet $ Text1
$ \bullet $ Text2
To show bullet points
\measuredangle \$ \measuredangle 45^\circ C \$ $\measuredangle 45^\circ C$ To show angle measure
\, \: \; or \ \$ a \: + \; b \; = \; c \$ $ a \; + \; b \; = \; c $ For an extra space within equation : low (\,) medium (\:) high (\;) normal (\)
\$ add \ text \ with \ spaces \$ $ add \ text \ with \ spaces $ If text with multiple words needed in a  LaTeX code
\\$ \\$ 25 \$ 25 To show $ symbol without equation
₹ ₹ 500 ₹ 500 HTML code for Rupee, can be used outside LaTeX too.
&lt; , &gt; 10 &lt; 20 10 < 20 HTML code for < , > . Since they are used in HTML tags,
using them without code may create formatting issues.
\vec{a}} \$ \vec{a}+\vec{b}= \vec{c} \$ $ \vec{a}+\vec{b}= \vec{c} $ Shows Vectors
\hat{a} \$ \hat i +\hat h =\hat k \$ $ \hat i +\hat h =\hat k $ Unit vector
\bar{a} \$ \bar{a}+\bar{b}=\bar{c} \$ $ \bar{a}+\bar{b}=\bar{c} $ Shows bar above
\dot{a}, \ddot{a} \$ \dot{a}, \ddot{a} \$ $ \dot{a}, \ddot{a} $ Shows dots above
\textrm X \$ \textrm X \$ $ \textrm X $ Shows one letter without slant
\overset{\circ}{A} \$ \overset{\circ}{\textrm A} \$ $ \overset{\circ}{\textrm A} $ A workaround for Angstrom
\underset{a}{b} \$ \underset{2g}{Hydrogen} + \underset{16g}{Oxygen} \$ $ \underset{2g}{Hydrogen} + \underset{16g}{Oxygen} $ Shows the underset values
\$ \underset{x \rightarrow y}{\lim} \$ $\underset{x \rightarrow y}{\lim}$ Shows Limit $x \rightarrow y$
\overset{a}{b} \$\overset{2g}{Hydrogen} + \overset{16g}{Oxygen} \$ $ \overset{2g}{Hydrogen} + \overset{16g}{Oxygen} $ Shows the overset values
\underset{a}{\overset{b}{c}} \$ A\underset{0}{\overset{a}{\rightleftarrows}}B \$ $ A\underset{0}{\overset{a}{\rightleftarrows}}B $ Shows values above and below
\$ \underset{k=1}{\overset{n}{\sum}} \$ $ \underset{k=1}{\overset{n}{\sum}} $ Shows summation k=1 to n
\rightarrow \$ a\rightarrow b \$ $a \rightarrow b $ To show right arrow symbol
\lefttarrow \$ a\leftarrow b \$ $a \leftarrow b $ To show left arrow symbol
\longrightarrow \$ a\longrightarrow b \$ $a \longrightarrow b $ To show long right arrow
\longlefttarrow \$ a\longleftarrow b \$ $a \longleftarrow b $ To show long left arrow
\overrightarrow{abcd} \$ \overrightarrow{abcd}\$ $ \overrightarrow{abcd} $ Right arrow above values
\overleftarrow{abcd} \$ \overleftarrow{abcd}\$ $ \overleftarrow{abcd} $ Left arrow above values
\underrightarrow{abcd} \$ \underrightarrow{abcd}\$ $ \underrightarrow{abcd} $ Right arrow below values
\underleftarrow{abcd} \$ \underleftarrow{abcd}\$ $ \underleftarrow{abcd} $ Left arrow below values
\xrightarrow{a} \$ A \xrightarrow{long \; text}B\$ $ A\xrightarrow{long \; text}B $ Right arrow with long values
\$ 2H_2 + O_2 \xrightarrow{a,b}2H_2O \$ $ 2H_2 + O_2 \xrightarrow{a,b}2H_2O $ Shows right arrow with values
\xleftarrow{a} \$ A \xleftarrow{n,m} B \$ $ A \xleftarrow{n,m} B $ Shows left arrow with values
\xrightarrow[a]{b}} \$ \xrightarrow[text \ below]{text \ above} \$ $ \xrightarrow[text \ below]{text \ above} $ Shows values above and below right arrow
\xleftarrow[a]{b}} \$ \xleftarrow[text \ below]{ text \ above} \$ $ \xleftarrow[ text \ below]{ text \ above} $ Shows values above and below left arrow
\boxed{ } \$ \boxed{a} , \boxed{a^\ } \$ $ \boxed{a} , \boxed{a^\ } $ To get a box (add space to make longer)
\$ \boxed{\frac{x^2+y^2}{5x}} \$ $ \boxed{\frac{x^2+y^2}{5x}} $ To get a box (add space to make longer)
\tt \$ \tt H_2O + CH_3 \$ $ \tt H_2O + CH_3 $ Shows the equation as True Type font
\{ \} \$ \{ a + b \} \$ $ \{ a + b \} $ To show curly brackets
\left( \right), [ , | , \{ \$\large \left[ \frac{a^2}{b^2}\right ]\$ $ \large \left(\frac{a^2}{b^2}\right)\left[\frac{a^{\frac{1}{2}}}{b^{\frac{1}{2}}}\right] \left|\frac{a^2}{b^2}\right| \left\{\frac{a^2}{b^2}\right\}$ Brackets that adjust to the size of text. use this mostly
\big( , [ , |, \{ \$ \big( a + b \big) \$ $ \big( a + b \big) $ To show bigger brackets or other symbols
\Big( , [ , | , \{ \$ \Big( a + b \Big) \$ $ \Big( a + b \Big) $ To show still bigger symbols
\bigg( , [ , | , \{ \$ \bigg( a + b \bigg) \bigg[ a^2 \bigg] \$ $ \bigg( a + b \bigg) \bigg[ a^2 \bigg] $ To show still more bigger symbols
\Bigg( , [ , | , \{ \$ \Bigg( a + b \Bigg) \Bigg\{  \Bigg\} \$ $ \Bigg( a + b \Bigg) \ \ \Bigg\{ \;\; \Bigg\}$ To show very large symbols
\raise {a} , \lower {b} \$ A \raise 2mm {B} \lower 1ex C \$ $ A \raise 2mm {B} \lower 1ex C $ To raise and lower terms with below measures
mm, cm, in, pt, em, ex, mu
pt(1/3mm), em(wide as M), ex(ht of x), mu(1/18 em)
can lower a line if equations touching each other
\kerm {a} , \! {b} \$ A \kern -1mm {B} \kern 3mm C \!\! D \$ $ A \kern -1mm {B} \kern 3mm C \!\! D $ To give or reduce horizontal space with above measures
\! reduces one space
\begin{matrix} \$ $\begin{matrix}$
a & b & c\\
p & q & r\\
m & n & o
\end{matrix} \$
$\begin{matrix} a & b & c\\ p & q & r\\ m & n & o \end{matrix} $ To show normal matrix
\begin{vmatrix} \$ $\begin{vmatrix}$
a & b & c\\
p & q & r\\
m & n & o
\end{vmatrix} \$
$\begin{vmatrix} a & b & c\\ p & q & r\\ m & n & o \end{vmatrix} $ To show matrix in vertical lines
\begin{Vmatrix} \$ $\begin{Vmatrix}$
a & b & c\\
p & q & r\\
m & n & o
\end{Vmatrix} \$
$\begin{Vmatrix} a & b & c\\ p & q & r\\ m & n & o \end{Vmatrix} $ To show matrix in double lines
\begin{bmatrix} \$ $\begin{bmatrix}$
a & b & c\\
p & q & r\\
m & n & o
\end{bmatrix} \$
$\begin{bmatrix} a & b & c\\ p & q & r\\ m & n & o \end{bmatrix} $ To show matrix in brackets
\begin{Bmatrix} \$ $\begin{Bmatrix}$
a & b & c\\
p & q & r\\
m & n & o
\end{Bmatrix} \$
$\begin{Bmatrix} a & b & c\\ p & q & r\\ m & n & o \end{Bmatrix} $ To show matrix in brackets
\begin{pmatrix} \$ $\begin{pmatrix}$
a & b & c\\
p & q & r\\
m & n & o
\end{pmatrix} \$
$\begin{pmatrix} a & b & c\\ p & q & r\\ m & n & o \end{pmatrix} $ To show matrix in brackets
More Complex Examples
LaTeX Code Output Description
\$ 16 \raise 1.5pt ) \!\! \overline {\, \, 3376}} \$ $ 16 \raise 1.5pt ) \!\! \overline {\, \, 3376} $ For Long Division
\$ \huge \subset \!\!\! \supset \$ $ \huge \subset \!\!\! \supset $ Blank ovalbox using subset, supset
\$ \huge \sqsubset \!\! \sqsupset \$ $ \huge \sqsubset \!\! \sqsupset $ Blank box using sqsubset, sqsupset
\$ \huge \sqsubset \!\!\! \supset \$ $ \huge \sqsubset \!\!\! \supset $ Blank b using sqsubset, supset
\$ \large \boxed { \\^ \hskip 10mm } \$ $ \large \boxed { \\^ \hskip 10mm } $ Box using boxed
\$ \Large \boxed { \\^ \hskip 5mm } \$ $ \Large \boxed { \\^ \hskip 5mm } $ Box using boxed
\$ \huge \boxed { \\^ \hskip 10mm } \$ $ \huge \boxed { \\^ \hskip 20mm } $ Box using boxed
\$ \Box, \large\Box, \Large\Box, \huge\Box, \Huge\Box \$ $ \Box , \large\Box, \Large\Box, \huge\Box, \Huge\Box $ Box using Box
\$ \circ \bigcirc \\
\large \bigcirc \Large \bigcirc \\
\huge \bigcirc \Huge \bigcirc \$
$ \circ \bigcirc \\ \large \bigcirc \Large \bigcirc \\ \huge \bigcirc \Huge \bigcirc $ Circle using circ
\$ |\! \underline{\ n} \$ $ |\! \underline{\ n} $ factorial n
\$ |\! \raise 2pt \underline{\ n-p} \$ $ |\! \raise 2pt \underline{\ n-p} $ factorial (n-p)
\$ -\!\!\!-\!\!\!-\!\!\!-\!\!\!-\!\!\!-\!\!\!-\!\!\!-\!\!\!-\!\!\!- \$ $ -\!\!\!-\!\!\!-\!\!\!-\!\!\!-\!\!\!-\!\!\!-\!\!\!-\!\!\!-\!\!\!- $ Simple line by combining hyphens and removing spaces in between by \!
\$ \rule{100pt}{0.25pt} \$
\$ \rule{50mm}{0.5pt}\$
\$ \rule{5cm}{1pt} \$
\$ \rule{5cm}{2pt}\$
$ \rule{100pt}{0.25pt} \\ \rule{50mm}{0.5pt} \\ \rule{5cm}{1pt} \\ \rule{5cm}{2pt} $ Drawing lines of different thickness with \rule
{width in pt,mm,cm}
{thickness in pt}
\$ \rule{5cm}{0.25pt} \\
\raise 8pt \rule{5cm}{0.25pt} \$
$ \rule{5cm}{0.25pt} \\ \raise 8pt \rule{5cm}{0.25pt} $ Double or multiple lines
\$ \ \ \ 54 \\
\underline{+85} \\
\ 139 \\ \$
$ \ \ \ 54 $
$ \underline{+85} $
$ \ 139 $
Addition, substraction
\$ \ \ \ 12 \\
\underline{\times 13} \\
\ \ \ 36 \\
\underline{\ 12 \ \ \ } \\
\ 156 \$
$ \ \ \ 12 $
$ \underline{\times 13} $
$ \ \ \ 36 $
$ \underline{\ 12 \ \ \ } $
$ \ 156 $
Multiplication

\$ \hspace{1.2cm} 177 \\
4500 \raise 1.5pt ) \!\! \overline {\ \ 800000 \ } \\
\hspace{7.5mm} \underline{-4500 \ } \\
\hspace{10.5mm}35000 \\
\hspace{7mm} \underline{-31500 \ } \\
\hspace{12.5mm}35000 \\
\hspace{9mm} \underline{-31500 \ } \\
\hspace{14.5mm}3500 \$

$\hspace{1.2cm} 177 \\
4500 \raise 1.5pt ) \!\! \overline {\ \ 800000 \ } \\
\hspace{7.5mm} \underline{-4500 \ } \\
\hspace{10.5mm}35000 \\
\hspace{7mm} \underline{-31500 \ } \\
\hspace{12.5mm}35000 \\
\hspace{9mm} \underline{-31500 \ } \\
\hspace{14.5mm}3500 $
Division
Spacing needs to be adjusted as needed.
\$\underline{2 \ | \ 980} \\
\underline{2 \ | \ 490} \\
\underline{5 \ | \ 245} \\
\underline{7 \ | \ \ 49} \\
\underline{7 \ | \ \ \ \ 7} \\
\underline{\ \ \ \ \ \ \ 1}\$
$\underline{2 \ | \ 490} \\ \underline{5 \ | \ 245} \\ \underline{7 \ | \ \ 49} \\ \underline{7 \ | \ \ \ \ 7} \\ \underline{\ \ \ \ \ \ \ 1}$ Factorisation
\$ nBuBr + KCN  \xrightarrow{EtOH + H_2O}  nBuCN \$ $nBuBr + KCN  \xrightarrow{EtOH + H_2O}  nBuCN$ Chemical Equation
\$\hspace{15mm}CH_3 \\
\hspace{15mm}| \\
CH_3 - C - CH_3 \\
\hspace{15mm}| \\
\hspace{15mm}CH_3\$
$\hspace{15mm}CH_3 \\ \hspace{15mm}| \\ CH_3 - C - CH_3 \\ \hspace{15mm}| \\ \hspace{15mm}CH_3$ Chemical Structure
2,2-dimethylpropane
\$ \hspace{15mm}CH_3 \hspace{6mm} CH_3 \\
\hspace{15mm}| \hspace{15mm}| \\
CH_3 - C \ -\!\!\!-\!\!\!-\!\!\!- \ C \ - \ CH_3 \\
\hspace{15mm}| \hspace{15mm}| \\
\hspace{15mm}CH_3 \hspace{6mm} CH_3 \$
$ \hspace{15mm}CH_3 \hspace{6mm} CH_3 \\ \hspace{15mm}| \hspace{15mm}| \\ CH_3 - C \ -\!\!\!-\!\!\!-\!\!\!- \ C \ - \ CH_3 \\ \hspace{15mm}| \hspace{15mm}| \\ \hspace{15mm}CH_3 \hspace{6mm} CH_3 $ Chemical Structure
2,2,3,3-tetramethylbutane
\$ \hspace{15mm}CH_3 \hspace{15mm} H \\
\hspace{15mm}| \hspace{18mm} \diagup \\
CH_3 \ - C -\!\!\!-\!\!\!- \ C \\
\hspace{15mm}| \hspace{17mm} \diagdown \!\!\! \diagdown \\
\hspace{15mm}CH_3 \hspace{16mm} O \$
$ \hspace{15mm}CH_3 \hspace{15mm} H \\ \hspace{15mm}| \hspace{18mm} \diagup \\ CH_3 \ - C -\!\!\!-\!\!\!- \ C \\ \hspace{15mm}| \hspace{17mm} \diagdown \!\!\! \diagdown \\ \hspace{15mm}CH_3 \hspace{16mm} O$ Chemical Structure
2,2-dimethylpropanal
\$ \hspace{1mm} \lower 3mm{ \ \ \ \require{HTML} \style{display: inline-block; transform: rotate(-30deg)} { \rule{1cm}{1pt} } }
\hspace{-1.5mm} \lower 3mm{\require{HTML} \style{display: inline-block; transform: rotate(30deg)} { \rule{1cm}{1pt} } } \\
\lower 3.6mm{ \require{HTML} \style{display: inline-block; transform: rotate(90deg)} { \rule{1cm}{1pt} } }
\hspace{7mm} \lower 3.6mm{ \require{HTML} \style{display: inline-block; transform: rotate(90deg)} { \rule{1cm}{1pt} } } \\
\hspace{4mm} \lower 4mm{\require{HTML} \style{display: inline-block; transform: rotate(30deg)} { \rule{1cm}{1pt} } }
\hspace{-4.7mm} \lower 4mm{ \ \ \ \require{HTML} \style{display: inline-block; transform: rotate(-30deg)} { \rule{1cm}{1pt} } } \$
$ \hspace{1mm} \lower 3mm{ \ \ \ \require{HTML} \style{display: inline-block; transform: rotate(-30deg)} { \rule{1cm}{1pt} } } \hspace{-1.5mm} \lower 3mm{\require{HTML} \style{display: inline-block; transform: rotate(30deg)} { \rule{1cm}{1pt} } } \\ \lower 3.6mm{ \require{HTML} \style{display: inline-block; transform: rotate(90deg)} { \rule{1cm}{1pt} } } \hspace{7mm} \lower 3.6mm{ \require{HTML} \style{display: inline-block; transform: rotate(90deg)} { \rule{1cm}{1pt} } } \\ \hspace{4mm} \lower 4mm{\require{HTML} \style{display: inline-block; transform: rotate(30deg)} { \rule{1cm}{1pt} } } \hspace{-4.7mm} \lower 4mm{ \ \ \ \require{HTML} \style{display: inline-block; transform: rotate(-30deg)} { \rule{1cm}{1pt} } }$ Chemical Structure
cyclohexane
\$ \hspace{1mm} \lower 4mm{ \ \ \ \require{HTML} \style{display: inline-block; transform: rotate(-30deg)} { \rule{1cm}{1pt}}}
\hspace{-1.5mm} \lower 4mm{\require{HTML} \style{display: inline-block; transform: rotate(30deg)} { \rule{1cm}{1pt} }}
\hspace{-10mm} \lower 5mm{\require{HTML} \style{display: inline-block; transform: rotate(30deg)} { \rule{8mm}{0.5pt} }} \\
\lower 3mm{ \require{HTML} \style{display: inline-block; transform: rotate(90deg)} { \rule{1cm}{1pt} } }
\hspace{-7.8mm} \lower 3mm{\require{HTML} \style{display: inline-block; transform: rotate(90deg)} { \rule{8mm}{0.5pt} }}
\hspace{7mm} \lower 3mm{ \require{HTML} \style{display: inline-block; transform: rotate(90deg)} { \rule{1cm}{1pt} }} \\
\hspace{4mm} \lower 3.5mm{\require{HTML} \style{display: inline-block; transform: rotate(30deg)} { \rule{1cm}{1pt} }}
\hspace{-4.7mm} \lower 3.5mm{ \ \ \ \require{HTML} \style{display: inline-block; transform: rotate(-30deg)} { \rule{1cm}{1pt}}}v \hspace{-9mm} \lower 2mm{\require{HTML} \style{display: inline-block; transform: rotate(-30deg)} { \rule{8mm}{0.5pt}}} \$
$ \hspace{1mm} \lower 4mm{ \ \ \ \require{HTML} \style{display: inline-block; transform: rotate(-30deg)} { \rule{1cm}{1pt}}} \hspace{-1.5mm} \lower 4mm{\require{HTML} \style{display: inline-block; transform: rotate(30deg)} { \rule{1cm}{1pt} }} \hspace{-10mm} \lower 5mm{\require{HTML} \style{display: inline-block; transform: rotate(30deg)} { \rule{8mm}{0.5pt} }} \\ \lower 3mm{ \require{HTML} \style{display: inline-block; transform: rotate(90deg)} { \rule{1cm}{1pt} } } \hspace{-7.8mm} \lower 3mm{\require{HTML} \style{display: inline-block; transform: rotate(90deg)} { \rule{8mm}{0.5pt} }} \hspace{7mm} \lower 3mm{ \require{HTML} \style{display: inline-block; transform: rotate(90deg)} { \rule{1cm}{1pt} }} \\ \hspace{4mm} \lower 3.5mm{\require{HTML} \style{display: inline-block; transform: rotate(30deg)} { \rule{1cm}{1pt} }} \hspace{-4.7mm} \lower 3.5mm{ \ \ \ \require{HTML} \style{display: inline-block; transform: rotate(-30deg)} { \rule{1cm}{1pt}}} \hspace{-9mm} \lower 2mm{\require{HTML} \style{display: inline-block; transform: rotate(-30deg)} { \rule{8mm}{0.5pt}}} $ Chemical Structure
benzene

Use the LaTeX code within \$ symbols while using in the text box. E.g: \$ \frac {3} {5} \$ gives: $ \frac {3} {5} $


GREEK ALPHABETS

The L A T E X L A T E X commands for the Greek alphabet.
Alphabet Symbol LaTex Code
Alpha $\alpha \ \ A $ \alpha A
Beta $\beta \ \ B $ \beta B
Gamma $\gamma \ \ \Gamma$ \gamma \Gamma
Delta $\delta \ \ \Delta $ \delta \Delta
Epsilon $\epsilon \ \ E $ \epsilon E
Zeta $\zeta \ \ Z $ \zeta Z
Eta $\eta \ \ E $ \eta E
Theta $\theta \ \ \Theta$ \theta \Theta
Iota $ \iota \ \ I$ \iota I
Kappa $\kappa \ \ K $ \kappa K
Lambda $\lambda \ \ \Lambda $ \lambda \Lambda
Mu $\mu \ \ M $ \mu M
Nu $\nu \ \ N $ \nu N
Omicron $\omicron \ \ O $ \omicron O
Pi $\pi \ \ \Pi $ \pi \Pi
Rho $\rho \ \ R $ \rho R
Sigma $\sigma \ \ \Sigma $ \sigma \Sigma
Tau $\tau \ \ T $ \tau T
Upsilon $\upsilon \ \ \Upsilon$ \upsilon \Upsilon
Phi $\phi \ \ \Phi $ \phi \Phi
Chi $\chi \ \ X $ \chi X
Psi $\psi \ \ \Psi $ \psi \Psi
Omega $\omega \ \ \Omega$ \omega \Omega