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Bigger equation in text-mode math


overline outside of math modeShow inline math as if it were display mathInline equation in latex with textHow to number an inline-math equation?Larger font size in math display equation environment?Resizing LaTeX Math mode fontLabeling equations and math modeMultialign in math mode for linear equation systemErrors in math modeMath equation display issues













3















I want to write a "big" equation, not in display-math mode -- as given by the equation environment -- but in inline-math mode, say



$E=mc^2$


How can I enlarge it?










share|improve this question



















  • 1





    Welcome to TeX-SE! Something like documentclassarticle usepackagerelsize begindocument $mathlargermathlargermathlargerE=mc^2$ compare to $E=mc^2$ enddocument ? Of course, if you add more or less mathlargers then the thing will grow less or more.

    – marmot
    May 10 at 2:49







  • 1





    There is also $displaystyle E=mc^2$ which should raise the exponent some. The default is textstyle.

    – John Kormylo
    May 10 at 3:43















3















I want to write a "big" equation, not in display-math mode -- as given by the equation environment -- but in inline-math mode, say



$E=mc^2$


How can I enlarge it?










share|improve this question



















  • 1





    Welcome to TeX-SE! Something like documentclassarticle usepackagerelsize begindocument $mathlargermathlargermathlargerE=mc^2$ compare to $E=mc^2$ enddocument ? Of course, if you add more or less mathlargers then the thing will grow less or more.

    – marmot
    May 10 at 2:49







  • 1





    There is also $displaystyle E=mc^2$ which should raise the exponent some. The default is textstyle.

    – John Kormylo
    May 10 at 3:43













3












3








3


1






I want to write a "big" equation, not in display-math mode -- as given by the equation environment -- but in inline-math mode, say



$E=mc^2$


How can I enlarge it?










share|improve this question
















I want to write a "big" equation, not in display-math mode -- as given by the equation environment -- but in inline-math mode, say



$E=mc^2$


How can I enlarge it?







math-mode equations fontsize






share|improve this question















share|improve this question













share|improve this question




share|improve this question








edited May 10 at 4:43









Mico

292k32400788




292k32400788










asked May 10 at 2:42









QuintisQuintis

161




161







  • 1





    Welcome to TeX-SE! Something like documentclassarticle usepackagerelsize begindocument $mathlargermathlargermathlargerE=mc^2$ compare to $E=mc^2$ enddocument ? Of course, if you add more or less mathlargers then the thing will grow less or more.

    – marmot
    May 10 at 2:49







  • 1





    There is also $displaystyle E=mc^2$ which should raise the exponent some. The default is textstyle.

    – John Kormylo
    May 10 at 3:43












  • 1





    Welcome to TeX-SE! Something like documentclassarticle usepackagerelsize begindocument $mathlargermathlargermathlargerE=mc^2$ compare to $E=mc^2$ enddocument ? Of course, if you add more or less mathlargers then the thing will grow less or more.

    – marmot
    May 10 at 2:49







  • 1





    There is also $displaystyle E=mc^2$ which should raise the exponent some. The default is textstyle.

    – John Kormylo
    May 10 at 3:43







1




1





Welcome to TeX-SE! Something like documentclassarticle usepackagerelsize begindocument $mathlargermathlargermathlargerE=mc^2$ compare to $E=mc^2$ enddocument ? Of course, if you add more or less mathlargers then the thing will grow less or more.

– marmot
May 10 at 2:49






Welcome to TeX-SE! Something like documentclassarticle usepackagerelsize begindocument $mathlargermathlargermathlargerE=mc^2$ compare to $E=mc^2$ enddocument ? Of course, if you add more or less mathlargers then the thing will grow less or more.

– marmot
May 10 at 2:49





1




1





There is also $displaystyle E=mc^2$ which should raise the exponent some. The default is textstyle.

– John Kormylo
May 10 at 3:43





There is also $displaystyle E=mc^2$ which should raise the exponent some. The default is textstyle.

– John Kormylo
May 10 at 3:43










2 Answers
2






active

oldest

votes


















3














Will one of large, Large, LARGE, huge, or Huge do? Observe that because these commands are text-mode commands, they must be executed before entering math mode.



enter image description here



documentclassarticle
usepackagexcolor
begindocument
obeylines
tiny $E=mc^2$
scriptsize $E=mc^2$
footnotesize $E=mc^2$
small $E=mc^2$
colorred $E=mc^2$ --- texttttextbackslash normalsize % normalsize is the default
large $E=mc^2$
Large $E=mc^2$
LARGE $E=mc^2$
huge $E=mc^2$
Huge $E=mc^2$
enddocument


Note the use of the curly braces to limit the scope of the size-setting switches.






share|improve this answer























  • that helps , thanks a lot

    – Quintis
    May 10 at 6:29


















3














Welcome to TeX.SE! There are different solutions given in the comment section but here's another one that could be less verbose and customizable.



Output



documentclassarticle
usepackagegraphicx% scalebox

newcommandenlargeMath[1]scalebox2#1

begindocument
noindent Normal font: $X_2^2$\[1ex]
enlarged font: scalebox2$X_2^2$\[1ex]
% or using the enlargeMath command that we
% defined to eliminate the scale factor.
enlargeMath$X_2^2$
enddocument





share|improve this answer























  • You may want to mention what the difference is between scalebox2$X_2^2$ and huge$X_2^2$. Or, maybe more easily, you could discuss the difference between scalebox2.06X and huge X. (Hint: It matters that Computer Modern fonts employ optical sizing.)

    – Mico
    May 10 at 4:24












  • To be honest, I don't know the difference. Kindly explain and if the answer needs to be edited, by all means, go ahead!

    – M. Al Jumaily
    May 10 at 4:27











  • scalebox scales its contents linearly, by the factor given in the first argument. But if you compare the outputs of scalebox2.5X and Huge X, notice that the latter letter is drawn more finely, i.e, with thinner strokes; also, the serifs are shorter. Conversely, when comparing the outputs of scalebox0.5X and tiny X, notice that the latter letter's strokes are much thicker. Computer Modern fonts employ optical sizing: larger-than-normal letters are drawn with thinner strokes, while smaller-than-normal letters are drawn with heavier strokes. This improves legibility.

    – Mico
    May 10 at 4:36












  • Thanks for the explanation. In your opinion, when should you use tiny, Huge, etc. vs scalebox?

    – M. Al Jumaily
    May 10 at 4:44






  • 1





    If the enlarging steps conform to the factor-1.2 progression (as is the case for normalsize-large-Large etc), and if the font in use employs optical scaling (as is the case for Computer Modern), then it's probably a good idea to employ large, Large, etc. If, however, if the required magnification cannot be achieved by large, Large, etc, or if the (math) font doesn't employ optical scaling, scalebox is more convenient.

    – Mico
    May 10 at 4:47











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2 Answers
2






active

oldest

votes








2 Answers
2






active

oldest

votes









active

oldest

votes






active

oldest

votes









3














Will one of large, Large, LARGE, huge, or Huge do? Observe that because these commands are text-mode commands, they must be executed before entering math mode.



enter image description here



documentclassarticle
usepackagexcolor
begindocument
obeylines
tiny $E=mc^2$
scriptsize $E=mc^2$
footnotesize $E=mc^2$
small $E=mc^2$
colorred $E=mc^2$ --- texttttextbackslash normalsize % normalsize is the default
large $E=mc^2$
Large $E=mc^2$
LARGE $E=mc^2$
huge $E=mc^2$
Huge $E=mc^2$
enddocument


Note the use of the curly braces to limit the scope of the size-setting switches.






share|improve this answer























  • that helps , thanks a lot

    – Quintis
    May 10 at 6:29















3














Will one of large, Large, LARGE, huge, or Huge do? Observe that because these commands are text-mode commands, they must be executed before entering math mode.



enter image description here



documentclassarticle
usepackagexcolor
begindocument
obeylines
tiny $E=mc^2$
scriptsize $E=mc^2$
footnotesize $E=mc^2$
small $E=mc^2$
colorred $E=mc^2$ --- texttttextbackslash normalsize % normalsize is the default
large $E=mc^2$
Large $E=mc^2$
LARGE $E=mc^2$
huge $E=mc^2$
Huge $E=mc^2$
enddocument


Note the use of the curly braces to limit the scope of the size-setting switches.






share|improve this answer























  • that helps , thanks a lot

    – Quintis
    May 10 at 6:29













3












3








3







Will one of large, Large, LARGE, huge, or Huge do? Observe that because these commands are text-mode commands, they must be executed before entering math mode.



enter image description here



documentclassarticle
usepackagexcolor
begindocument
obeylines
tiny $E=mc^2$
scriptsize $E=mc^2$
footnotesize $E=mc^2$
small $E=mc^2$
colorred $E=mc^2$ --- texttttextbackslash normalsize % normalsize is the default
large $E=mc^2$
Large $E=mc^2$
LARGE $E=mc^2$
huge $E=mc^2$
Huge $E=mc^2$
enddocument


Note the use of the curly braces to limit the scope of the size-setting switches.






share|improve this answer













Will one of large, Large, LARGE, huge, or Huge do? Observe that because these commands are text-mode commands, they must be executed before entering math mode.



enter image description here



documentclassarticle
usepackagexcolor
begindocument
obeylines
tiny $E=mc^2$
scriptsize $E=mc^2$
footnotesize $E=mc^2$
small $E=mc^2$
colorred $E=mc^2$ --- texttttextbackslash normalsize % normalsize is the default
large $E=mc^2$
Large $E=mc^2$
LARGE $E=mc^2$
huge $E=mc^2$
Huge $E=mc^2$
enddocument


Note the use of the curly braces to limit the scope of the size-setting switches.







share|improve this answer












share|improve this answer



share|improve this answer










answered May 10 at 4:13









MicoMico

292k32400788




292k32400788












  • that helps , thanks a lot

    – Quintis
    May 10 at 6:29

















  • that helps , thanks a lot

    – Quintis
    May 10 at 6:29
















that helps , thanks a lot

– Quintis
May 10 at 6:29





that helps , thanks a lot

– Quintis
May 10 at 6:29











3














Welcome to TeX.SE! There are different solutions given in the comment section but here's another one that could be less verbose and customizable.



Output



documentclassarticle
usepackagegraphicx% scalebox

newcommandenlargeMath[1]scalebox2#1

begindocument
noindent Normal font: $X_2^2$\[1ex]
enlarged font: scalebox2$X_2^2$\[1ex]
% or using the enlargeMath command that we
% defined to eliminate the scale factor.
enlargeMath$X_2^2$
enddocument





share|improve this answer























  • You may want to mention what the difference is between scalebox2$X_2^2$ and huge$X_2^2$. Or, maybe more easily, you could discuss the difference between scalebox2.06X and huge X. (Hint: It matters that Computer Modern fonts employ optical sizing.)

    – Mico
    May 10 at 4:24












  • To be honest, I don't know the difference. Kindly explain and if the answer needs to be edited, by all means, go ahead!

    – M. Al Jumaily
    May 10 at 4:27











  • scalebox scales its contents linearly, by the factor given in the first argument. But if you compare the outputs of scalebox2.5X and Huge X, notice that the latter letter is drawn more finely, i.e, with thinner strokes; also, the serifs are shorter. Conversely, when comparing the outputs of scalebox0.5X and tiny X, notice that the latter letter's strokes are much thicker. Computer Modern fonts employ optical sizing: larger-than-normal letters are drawn with thinner strokes, while smaller-than-normal letters are drawn with heavier strokes. This improves legibility.

    – Mico
    May 10 at 4:36












  • Thanks for the explanation. In your opinion, when should you use tiny, Huge, etc. vs scalebox?

    – M. Al Jumaily
    May 10 at 4:44






  • 1





    If the enlarging steps conform to the factor-1.2 progression (as is the case for normalsize-large-Large etc), and if the font in use employs optical scaling (as is the case for Computer Modern), then it's probably a good idea to employ large, Large, etc. If, however, if the required magnification cannot be achieved by large, Large, etc, or if the (math) font doesn't employ optical scaling, scalebox is more convenient.

    – Mico
    May 10 at 4:47















3














Welcome to TeX.SE! There are different solutions given in the comment section but here's another one that could be less verbose and customizable.



Output



documentclassarticle
usepackagegraphicx% scalebox

newcommandenlargeMath[1]scalebox2#1

begindocument
noindent Normal font: $X_2^2$\[1ex]
enlarged font: scalebox2$X_2^2$\[1ex]
% or using the enlargeMath command that we
% defined to eliminate the scale factor.
enlargeMath$X_2^2$
enddocument





share|improve this answer























  • You may want to mention what the difference is between scalebox2$X_2^2$ and huge$X_2^2$. Or, maybe more easily, you could discuss the difference between scalebox2.06X and huge X. (Hint: It matters that Computer Modern fonts employ optical sizing.)

    – Mico
    May 10 at 4:24












  • To be honest, I don't know the difference. Kindly explain and if the answer needs to be edited, by all means, go ahead!

    – M. Al Jumaily
    May 10 at 4:27











  • scalebox scales its contents linearly, by the factor given in the first argument. But if you compare the outputs of scalebox2.5X and Huge X, notice that the latter letter is drawn more finely, i.e, with thinner strokes; also, the serifs are shorter. Conversely, when comparing the outputs of scalebox0.5X and tiny X, notice that the latter letter's strokes are much thicker. Computer Modern fonts employ optical sizing: larger-than-normal letters are drawn with thinner strokes, while smaller-than-normal letters are drawn with heavier strokes. This improves legibility.

    – Mico
    May 10 at 4:36












  • Thanks for the explanation. In your opinion, when should you use tiny, Huge, etc. vs scalebox?

    – M. Al Jumaily
    May 10 at 4:44






  • 1





    If the enlarging steps conform to the factor-1.2 progression (as is the case for normalsize-large-Large etc), and if the font in use employs optical scaling (as is the case for Computer Modern), then it's probably a good idea to employ large, Large, etc. If, however, if the required magnification cannot be achieved by large, Large, etc, or if the (math) font doesn't employ optical scaling, scalebox is more convenient.

    – Mico
    May 10 at 4:47













3












3








3







Welcome to TeX.SE! There are different solutions given in the comment section but here's another one that could be less verbose and customizable.



Output



documentclassarticle
usepackagegraphicx% scalebox

newcommandenlargeMath[1]scalebox2#1

begindocument
noindent Normal font: $X_2^2$\[1ex]
enlarged font: scalebox2$X_2^2$\[1ex]
% or using the enlargeMath command that we
% defined to eliminate the scale factor.
enlargeMath$X_2^2$
enddocument





share|improve this answer













Welcome to TeX.SE! There are different solutions given in the comment section but here's another one that could be less verbose and customizable.



Output



documentclassarticle
usepackagegraphicx% scalebox

newcommandenlargeMath[1]scalebox2#1

begindocument
noindent Normal font: $X_2^2$\[1ex]
enlarged font: scalebox2$X_2^2$\[1ex]
% or using the enlargeMath command that we
% defined to eliminate the scale factor.
enlargeMath$X_2^2$
enddocument






share|improve this answer












share|improve this answer



share|improve this answer










answered May 10 at 4:16









M. Al JumailyM. Al Jumaily

1,1161210




1,1161210












  • You may want to mention what the difference is between scalebox2$X_2^2$ and huge$X_2^2$. Or, maybe more easily, you could discuss the difference between scalebox2.06X and huge X. (Hint: It matters that Computer Modern fonts employ optical sizing.)

    – Mico
    May 10 at 4:24












  • To be honest, I don't know the difference. Kindly explain and if the answer needs to be edited, by all means, go ahead!

    – M. Al Jumaily
    May 10 at 4:27











  • scalebox scales its contents linearly, by the factor given in the first argument. But if you compare the outputs of scalebox2.5X and Huge X, notice that the latter letter is drawn more finely, i.e, with thinner strokes; also, the serifs are shorter. Conversely, when comparing the outputs of scalebox0.5X and tiny X, notice that the latter letter's strokes are much thicker. Computer Modern fonts employ optical sizing: larger-than-normal letters are drawn with thinner strokes, while smaller-than-normal letters are drawn with heavier strokes. This improves legibility.

    – Mico
    May 10 at 4:36












  • Thanks for the explanation. In your opinion, when should you use tiny, Huge, etc. vs scalebox?

    – M. Al Jumaily
    May 10 at 4:44






  • 1





    If the enlarging steps conform to the factor-1.2 progression (as is the case for normalsize-large-Large etc), and if the font in use employs optical scaling (as is the case for Computer Modern), then it's probably a good idea to employ large, Large, etc. If, however, if the required magnification cannot be achieved by large, Large, etc, or if the (math) font doesn't employ optical scaling, scalebox is more convenient.

    – Mico
    May 10 at 4:47

















  • You may want to mention what the difference is between scalebox2$X_2^2$ and huge$X_2^2$. Or, maybe more easily, you could discuss the difference between scalebox2.06X and huge X. (Hint: It matters that Computer Modern fonts employ optical sizing.)

    – Mico
    May 10 at 4:24












  • To be honest, I don't know the difference. Kindly explain and if the answer needs to be edited, by all means, go ahead!

    – M. Al Jumaily
    May 10 at 4:27











  • scalebox scales its contents linearly, by the factor given in the first argument. But if you compare the outputs of scalebox2.5X and Huge X, notice that the latter letter is drawn more finely, i.e, with thinner strokes; also, the serifs are shorter. Conversely, when comparing the outputs of scalebox0.5X and tiny X, notice that the latter letter's strokes are much thicker. Computer Modern fonts employ optical sizing: larger-than-normal letters are drawn with thinner strokes, while smaller-than-normal letters are drawn with heavier strokes. This improves legibility.

    – Mico
    May 10 at 4:36












  • Thanks for the explanation. In your opinion, when should you use tiny, Huge, etc. vs scalebox?

    – M. Al Jumaily
    May 10 at 4:44






  • 1





    If the enlarging steps conform to the factor-1.2 progression (as is the case for normalsize-large-Large etc), and if the font in use employs optical scaling (as is the case for Computer Modern), then it's probably a good idea to employ large, Large, etc. If, however, if the required magnification cannot be achieved by large, Large, etc, or if the (math) font doesn't employ optical scaling, scalebox is more convenient.

    – Mico
    May 10 at 4:47
















You may want to mention what the difference is between scalebox2$X_2^2$ and huge$X_2^2$. Or, maybe more easily, you could discuss the difference between scalebox2.06X and huge X. (Hint: It matters that Computer Modern fonts employ optical sizing.)

– Mico
May 10 at 4:24






You may want to mention what the difference is between scalebox2$X_2^2$ and huge$X_2^2$. Or, maybe more easily, you could discuss the difference between scalebox2.06X and huge X. (Hint: It matters that Computer Modern fonts employ optical sizing.)

– Mico
May 10 at 4:24














To be honest, I don't know the difference. Kindly explain and if the answer needs to be edited, by all means, go ahead!

– M. Al Jumaily
May 10 at 4:27





To be honest, I don't know the difference. Kindly explain and if the answer needs to be edited, by all means, go ahead!

– M. Al Jumaily
May 10 at 4:27













scalebox scales its contents linearly, by the factor given in the first argument. But if you compare the outputs of scalebox2.5X and Huge X, notice that the latter letter is drawn more finely, i.e, with thinner strokes; also, the serifs are shorter. Conversely, when comparing the outputs of scalebox0.5X and tiny X, notice that the latter letter's strokes are much thicker. Computer Modern fonts employ optical sizing: larger-than-normal letters are drawn with thinner strokes, while smaller-than-normal letters are drawn with heavier strokes. This improves legibility.

– Mico
May 10 at 4:36






scalebox scales its contents linearly, by the factor given in the first argument. But if you compare the outputs of scalebox2.5X and Huge X, notice that the latter letter is drawn more finely, i.e, with thinner strokes; also, the serifs are shorter. Conversely, when comparing the outputs of scalebox0.5X and tiny X, notice that the latter letter's strokes are much thicker. Computer Modern fonts employ optical sizing: larger-than-normal letters are drawn with thinner strokes, while smaller-than-normal letters are drawn with heavier strokes. This improves legibility.

– Mico
May 10 at 4:36














Thanks for the explanation. In your opinion, when should you use tiny, Huge, etc. vs scalebox?

– M. Al Jumaily
May 10 at 4:44





Thanks for the explanation. In your opinion, when should you use tiny, Huge, etc. vs scalebox?

– M. Al Jumaily
May 10 at 4:44




1




1





If the enlarging steps conform to the factor-1.2 progression (as is the case for normalsize-large-Large etc), and if the font in use employs optical scaling (as is the case for Computer Modern), then it's probably a good idea to employ large, Large, etc. If, however, if the required magnification cannot be achieved by large, Large, etc, or if the (math) font doesn't employ optical scaling, scalebox is more convenient.

– Mico
May 10 at 4:47





If the enlarging steps conform to the factor-1.2 progression (as is the case for normalsize-large-Large etc), and if the font in use employs optical scaling (as is the case for Computer Modern), then it's probably a good idea to employ large, Large, etc. If, however, if the required magnification cannot be achieved by large, Large, etc, or if the (math) font doesn't employ optical scaling, scalebox is more convenient.

– Mico
May 10 at 4:47

















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