Linux – Print command - STUDY NOTES

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Linux – Print command


'pr' command

This command helps in formatting the file for printing on the terminal. There are many options available with this command which help in making desired format changes on the file. The most used 'pr' options are listed below.

Option
Function
-x
Divides the data into 'x' columns
-h "header"
Assigns "header" value as the report header
-t
Does not print the header and top/bottom margins
-d
Double spaces the output file
-n
Denotes all line with numbers
-l page length
Defines the lines (page length) in a page. Default is 56
-o margin
Formats the page in accordance with the margin number
Dividing data into columns 
'Tools' is a file.
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 

We want its content to be arranged in three columns. The syntax for the same would be:

pr -x Filename 

The '-x' option with the 'pr' command divides the data into x columns.

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


Assigning a header

The syntax is:

pr -h "Header" Filename

The '-h' options assigns "header" value as the report header

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 

Denoting all lines with numbers

The syntax is:

pr -n Filename

This command denotes all the lines in the file with numbers

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

These are some of the 'pr' command options that you can use to modify the file format.

Printing a file 

Once done with the formatting and it is time to get a hard copy of the file, we need to use the following command:

lp Filename

or

lpr Filename

In case we want to print multiple copies of the file, we can use the number modifier.




In case we have multiple printers configured, we can specify a particular printer using the Printer modifier

printer


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