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I want to write the following equation in multiple lines in two column paper?

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0

 the case of multiple resources the total time of activity emph{"i"} with respect to the effect of personality of resources will be calculated as follows;

begin{equation}

    TotalTime of atextsubscript{i}= dtextsubscript{ai}Eprtextsubscript{i}   hspace{1cm} and hspace{.5cm}  where hspace{.5cm} dtextsubscript{ai}Eprtextsubscript{i}= Maxdtextsubscript{ai}Eprtextsubscript{i}

end{equation}

Where the total time of activity emph{"atextsubscript{i}"} will be equal to the the duration of resource emph{"rtextsubscript{i }"} whose effect of personality and skill is equal to maximum duration of activity emph{"atextsubscript{i}"}.

equations

share|improve this question

edited 7 hours ago

JouleV

11.4k22561

asked 9 hours ago

Iftikhar AhmadIftikhar Ahmad

1226

• 
  
  
  

  
  1
  

  
  
  
  
  
  

  
  
  I'm sorry, I don't clearly see what you want to obtain as an equation. It's almost entirely a plain text.
  
  – Bernard
  8 hours ago
  

  
  
  
  


• 
  
  
  

  
  

  
  
  
  
  
  

  
  
  The term dtextsubscript{ai} Eprtextsubscript{i} = Max dtextsubscript{ai} Eprtextsubscript{i} verges on being tautological. Can you verify that this is correct?
  
  – Mico
  8 hours ago
  
  
  

  
  
  
  

add a comment | 

0

 the case of multiple resources the total time of activity emph{"i"} with respect to the effect of personality of resources will be calculated as follows;

begin{equation}

    TotalTime of atextsubscript{i}= dtextsubscript{ai}Eprtextsubscript{i}   hspace{1cm} and hspace{.5cm}  where hspace{.5cm} dtextsubscript{ai}Eprtextsubscript{i}= Maxdtextsubscript{ai}Eprtextsubscript{i}

end{equation}

Where the total time of activity emph{"atextsubscript{i}"} will be equal to the the duration of resource emph{"rtextsubscript{i }"} whose effect of personality and skill is equal to maximum duration of activity emph{"atextsubscript{i}"}.

equations

share|improve this question

edited 7 hours ago

JouleV

11.4k22561

asked 9 hours ago

Iftikhar AhmadIftikhar Ahmad

1226

• 
  
  
  

  
  1
  

  
  
  
  
  
  

  
  
  I'm sorry, I don't clearly see what you want to obtain as an equation. It's almost entirely a plain text.
  
  – Bernard
  8 hours ago
  

  
  
  
  


• 
  
  
  

  
  

  
  
  
  
  
  

  
  
  The term dtextsubscript{ai} Eprtextsubscript{i} = Max dtextsubscript{ai} Eprtextsubscript{i} verges on being tautological. Can you verify that this is correct?
  
  – Mico
  8 hours ago
  
  
  

  
  
  
  

add a comment | 

 the case of multiple resources the total time of activity emph{"i"} with respect to the effect of personality of resources will be calculated as follows;

begin{equation}

    TotalTime of atextsubscript{i}= dtextsubscript{ai}Eprtextsubscript{i}   hspace{1cm} and hspace{.5cm}  where hspace{.5cm} dtextsubscript{ai}Eprtextsubscript{i}= Maxdtextsubscript{ai}Eprtextsubscript{i}

end{equation}

Where the total time of activity emph{"atextsubscript{i}"} will be equal to the the duration of resource emph{"rtextsubscript{i }"} whose effect of personality and skill is equal to maximum duration of activity emph{"atextsubscript{i}"}.

equations

share|improve this question

edited 7 hours ago

JouleV

11.4k22561

asked 9 hours ago

Iftikhar AhmadIftikhar Ahmad

1226

 the case of multiple resources the total time of activity emph{"i"} with respect to the effect of personality of resources will be calculated as follows;

begin{equation}

    TotalTime of atextsubscript{i}= dtextsubscript{ai}Eprtextsubscript{i}   hspace{1cm} and hspace{.5cm}  where hspace{.5cm} dtextsubscript{ai}Eprtextsubscript{i}= Maxdtextsubscript{ai}Eprtextsubscript{i}

end{equation}

Where the total time of activity emph{"atextsubscript{i}"} will be equal to the the duration of resource emph{"rtextsubscript{i }"} whose effect of personality and skill is equal to maximum duration of activity emph{"atextsubscript{i}"}.

share|improve this question

edited 7 hours ago

JouleV

11.4k22561

asked 9 hours ago

Iftikhar AhmadIftikhar Ahmad

1226

share|improve this question

edited 7 hours ago

JouleV

11.4k22561

asked 9 hours ago

Iftikhar AhmadIftikhar Ahmad

1226

edited 7 hours ago

JouleV

11.4k22561

edited 7 hours ago

JouleV

11.4k22561

asked 9 hours ago

Iftikhar AhmadIftikhar Ahmad

1226

asked 9 hours ago

Iftikhar AhmadIftikhar Ahmad

1226

1 Answer
1

active

oldest

votes

3

Your code outputs

I'm sorry in advance, but it looks terrible.

Why don't use math mode for math mode and text mode for text mode?

documentclass{article}

usepackage{amsmath}

begin{document}

The case of multiple resources the total time of activity $i$ with respect to the effect of personality of resources will be calculated as follows

begin{equation}

    text{Total time of }a_i=d_{a_i}Epr_i label{eq:totaltime}

end{equation}

where

[d_{a_i}Epr_i=max d_{a_i}Epr_i]

The total time of activity $a_i$ will be equal to the the duration of resource $r_i$ whose effect of personality and skill is equal to maximum duration of activity $a_i$.

end{document}

---

Two columns:

documentclass[twocolumn]{article}

usepackage{amsmath}

begin{document}

The case of multiple resources the total time of activity $i$ with respect to the effect of personality of resources will be calculated as follows

begin{equation}

    text{Total time of }a_i=d_{a_i}Epr_i label{eq:totaltime}

end{equation}

where

[d_{a_i}Epr_i=max d_{a_i}Epr_i]

The total time of activity $a_i$ will be equal to the the duration of resource $r_i$ whose effect of personality and skill is equal to maximum duration of activity $a_i$.

end{document}

or

documentclass{article}

usepackage{amsmath}

usepackage{multicol}

begin{document}

begin{multicols}{2}

The case of multiple resources the total time of activity $i$ with respect to the effect of personality of resources will be calculated as follows

begin{equation}

    text{Total time of }a_i=d_{a_i}Epr_i label{eq:totaltime}

end{equation}

where

[d_{a_i}Epr_i=max d_{a_i}Epr_i]

The total time of activity $a_i$ will be equal to the the duration of resource $r_i$ whose effect of personality and skill is equal to maximum duration of activity $a_i$.

end{multicols}

end{document}

share|improve this answer

answered 7 hours ago

JouleVJouleV

11.4k22561

add a comment | 

Your Answer

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3

Your code outputs

I'm sorry in advance, but it looks terrible.

Why don't use math mode for math mode and text mode for text mode?

documentclass{article}

usepackage{amsmath}

begin{document}

The case of multiple resources the total time of activity $i$ with respect to the effect of personality of resources will be calculated as follows

begin{equation}

    text{Total time of }a_i=d_{a_i}Epr_i label{eq:totaltime}

end{equation}

where

[d_{a_i}Epr_i=max d_{a_i}Epr_i]

The total time of activity $a_i$ will be equal to the the duration of resource $r_i$ whose effect of personality and skill is equal to maximum duration of activity $a_i$.

end{document}

---

Two columns:

documentclass[twocolumn]{article}

usepackage{amsmath}

begin{document}

The case of multiple resources the total time of activity $i$ with respect to the effect of personality of resources will be calculated as follows

begin{equation}

    text{Total time of }a_i=d_{a_i}Epr_i label{eq:totaltime}

end{equation}

where

[d_{a_i}Epr_i=max d_{a_i}Epr_i]

The total time of activity $a_i$ will be equal to the the duration of resource $r_i$ whose effect of personality and skill is equal to maximum duration of activity $a_i$.

end{document}

or

documentclass{article}

usepackage{amsmath}

usepackage{multicol}

begin{document}

begin{multicols}{2}

The case of multiple resources the total time of activity $i$ with respect to the effect of personality of resources will be calculated as follows

begin{equation}

    text{Total time of }a_i=d_{a_i}Epr_i label{eq:totaltime}

end{equation}

where

[d_{a_i}Epr_i=max d_{a_i}Epr_i]

The total time of activity $a_i$ will be equal to the the duration of resource $r_i$ whose effect of personality and skill is equal to maximum duration of activity $a_i$.

end{multicols}

end{document}

share|improve this answer

answered 7 hours ago

JouleVJouleV

11.4k22561

add a comment | 

3

Your code outputs

I'm sorry in advance, but it looks terrible.

Why don't use math mode for math mode and text mode for text mode?

documentclass{article}

usepackage{amsmath}

begin{document}

The case of multiple resources the total time of activity $i$ with respect to the effect of personality of resources will be calculated as follows

begin{equation}

    text{Total time of }a_i=d_{a_i}Epr_i label{eq:totaltime}

end{equation}

where

[d_{a_i}Epr_i=max d_{a_i}Epr_i]

The total time of activity $a_i$ will be equal to the the duration of resource $r_i$ whose effect of personality and skill is equal to maximum duration of activity $a_i$.

end{document}

---

Two columns:

documentclass[twocolumn]{article}

usepackage{amsmath}

begin{document}

The case of multiple resources the total time of activity $i$ with respect to the effect of personality of resources will be calculated as follows

begin{equation}

    text{Total time of }a_i=d_{a_i}Epr_i label{eq:totaltime}

end{equation}

where

[d_{a_i}Epr_i=max d_{a_i}Epr_i]

The total time of activity $a_i$ will be equal to the the duration of resource $r_i$ whose effect of personality and skill is equal to maximum duration of activity $a_i$.

end{document}

or

documentclass{article}

usepackage{amsmath}

usepackage{multicol}

begin{document}

begin{multicols}{2}

The case of multiple resources the total time of activity $i$ with respect to the effect of personality of resources will be calculated as follows

begin{equation}

    text{Total time of }a_i=d_{a_i}Epr_i label{eq:totaltime}

end{equation}

where

[d_{a_i}Epr_i=max d_{a_i}Epr_i]

The total time of activity $a_i$ will be equal to the the duration of resource $r_i$ whose effect of personality and skill is equal to maximum duration of activity $a_i$.

end{multicols}

end{document}

share|improve this answer

answered 7 hours ago

JouleVJouleV

11.4k22561

add a comment | 

Your code outputs

I'm sorry in advance, but it looks terrible.

Why don't use math mode for math mode and text mode for text mode?

documentclass{article}

usepackage{amsmath}

begin{document}

The case of multiple resources the total time of activity $i$ with respect to the effect of personality of resources will be calculated as follows

begin{equation}

    text{Total time of }a_i=d_{a_i}Epr_i label{eq:totaltime}

end{equation}

where

[d_{a_i}Epr_i=max d_{a_i}Epr_i]

The total time of activity $a_i$ will be equal to the the duration of resource $r_i$ whose effect of personality and skill is equal to maximum duration of activity $a_i$.

end{document}

---

Two columns:

documentclass[twocolumn]{article}

usepackage{amsmath}

begin{document}

The case of multiple resources the total time of activity $i$ with respect to the effect of personality of resources will be calculated as follows

begin{equation}

    text{Total time of }a_i=d_{a_i}Epr_i label{eq:totaltime}

end{equation}

where

[d_{a_i}Epr_i=max d_{a_i}Epr_i]

The total time of activity $a_i$ will be equal to the the duration of resource $r_i$ whose effect of personality and skill is equal to maximum duration of activity $a_i$.

end{document}

or

documentclass{article}

usepackage{amsmath}

usepackage{multicol}

begin{document}

begin{multicols}{2}

The case of multiple resources the total time of activity $i$ with respect to the effect of personality of resources will be calculated as follows

begin{equation}

    text{Total time of }a_i=d_{a_i}Epr_i label{eq:totaltime}

end{equation}

where

[d_{a_i}Epr_i=max d_{a_i}Epr_i]

The total time of activity $a_i$ will be equal to the the duration of resource $r_i$ whose effect of personality and skill is equal to maximum duration of activity $a_i$.

end{multicols}

end{document}

share|improve this answer

answered 7 hours ago

JouleVJouleV

11.4k22561

documentclass{article}

usepackage{amsmath}

begin{document}

The case of multiple resources the total time of activity $i$ with respect to the effect of personality of resources will be calculated as follows

begin{equation}

    text{Total time of }a_i=d_{a_i}Epr_i label{eq:totaltime}

end{equation}

where

[d_{a_i}Epr_i=max d_{a_i}Epr_i]

The total time of activity $a_i$ will be equal to the the duration of resource $r_i$ whose effect of personality and skill is equal to maximum duration of activity $a_i$.

end{document}

documentclass[twocolumn]{article}

usepackage{amsmath}

begin{document}

The case of multiple resources the total time of activity $i$ with respect to the effect of personality of resources will be calculated as follows

begin{equation}

    text{Total time of }a_i=d_{a_i}Epr_i label{eq:totaltime}

end{equation}

where

[d_{a_i}Epr_i=max d_{a_i}Epr_i]

The total time of activity $a_i$ will be equal to the the duration of resource $r_i$ whose effect of personality and skill is equal to maximum duration of activity $a_i$.

end{document}

documentclass{article}

usepackage{amsmath}

usepackage{multicol}

begin{document}

begin{multicols}{2}

The case of multiple resources the total time of activity $i$ with respect to the effect of personality of resources will be calculated as follows

begin{equation}

    text{Total time of }a_i=d_{a_i}Epr_i label{eq:totaltime}

end{equation}

where

[d_{a_i}Epr_i=max d_{a_i}Epr_i]

The total time of activity $a_i$ will be equal to the the duration of resource $r_i$ whose effect of personality and skill is equal to maximum duration of activity $a_i$.

end{multicols}

end{document}

share|improve this answer

answered 7 hours ago

JouleVJouleV

11.4k22561

answered 7 hours ago

JouleVJouleV

11.4k22561

answered 7 hours ago

JouleVJouleV

11.4k22561