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Top Forums Shell Programming and Scripting Convert floating point to a number Post 303004245 by drl on Thursday 28th of September 2017 11:57:35 AM
Old 09-28-2017
Hi.
Quote:
Originally Posted by skatpally
I want to know what is the total number like 1,144,750,000,000,000.
If you have a utility such as some of the results for a Google search like commify comma insertion linux OR unix you could use:
Code:
$ commify $(printf "%.f" "$FLOAT")
1,144,750,000,000,000

With a system like:
Code:
OS, ker|rel, machine: Linux, 3.16.0-4-amd64, x86_64
Distribution        : Debian 8.9 (jessie) 
bash GNU bash 4.3.30
commify - ( local: RepRev 1.3, ~/bin/commify, 2014-10-09 )

Best wishes ... cheers, drl
 

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values(5)							File Formats Manual							 values(5)

NAME
values - machine-dependent values SYNOPSIS
DESCRIPTION
This file contains a set of manifest constants, conditionally defined for particular processor architectures. The model assumed for integers is binary representation (one's or two's complement), where the sign is represented by the value of the high-order bit. The number of bits in a specified type (e.g., int). The value of a short integer with only the high-order bit set (in most implementations, 0x8000). The value of a long integer with only the high-order bit set (in most implementations, 0x80000000). The value of a regular integer with only the high-order bit set (usually the same as or The maximum value of a signed short integer (in most implementations, 0x7FFF == 32767). The maximum value of a signed long integer (in most implementations, 0x7FFFFFFF == 2147483647). The maximum value of a signed regular integer (usually the same as or The maximum value of a single-precision floating-point number, and its natural logarithm. The maximum value of a double-precision floating-point number, and its natural logarithm. The minimum positive value of a single-precision floating-point number, and its natural logarithm. The minimum positive value of a double-precision floating-point number, and its natural logarithm. The number of significant bits in the mantissa of a single-precision floating-point number. The number of significant bits in the mantissa of a double-precision floating-point number. FILES
SEE ALSO
intro(3), math(5). STANDARDS CONFORMANCE
values(5)
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