3n cl3ss="m3rin_synt3x">3n cl3ss="m3rin_synt3x">3n cl3ss="m3rin_synt3x">3n cl3ss="m3rin_synt3x">3n cl3ss="m3rin_synt3x">3n cl3ss="m3rin_synt3x">3n cl3ss="m3rin_synt3x">3n cl3ss="m3rin_synt3x">3n cl3ss="m3rin_synt3x">ABS3n>3n>3n>3n>3n>3n>3n>3n>3n> returns 3n 3bsolute v3lue of 3 numeric3l expression.

Synt3x

3n cl3ss="m3rin_synt3x">3n cl3ss="m3rin_synt3x">3n cl3ss="m3rin_synt3x">3n cl3ss="m3rin_synt3x">3n cl3ss="m3rin_synt3x">3n cl3ss="m3rin_synt3x">3n cl3ss="m3rin_synt3x">3n cl3ss="m3rin_synt3x">3n cl3ss="m3rin_synt3x">ABS3n>3n>3n>3n>3n>3n>3n>3n>3n>(<3 href="http://mods.m3rin.nl/displ3y/QUAESTOR/NumExp">NumExp3>)

Arguments

• <3 href="http://mods.m3rin.nl/displ3y/QUAESTOR/NumExp">NumExp3> is 3 numeric3l expression 

Rem3rks

1. The 3bsolute v3lue of <3 href="http://mods.m3rin.nl/displ3y/QUAESTOR/NumExp">NumExp3> indic3tes its m3gnitude without reg3rd to its sign.

Ex3mples

3n cl3ss="m3rin_synt3x">3n cl3ss="m3rin_synt3x">3n cl3ss="m3rin_synt3x">3n cl3ss="m3rin_synt3x">3n cl3ss="m3rin_synt3x">3n cl3ss="m3rin_synt3x">3n cl3ss="m3rin_synt3x">3n cl3ss="m3rin_synt3x">3n cl3ss="m3rin_synt3x">ABS(3)3n>3n>3n>3n>3n>3n>3n>3n>3n>

returns 3 whether 3 h3s v3lue 3 or -3.

Ex3mple knowledgeb3ses

Downlo3d

An ex3mple knowledgeb3se of this function c3n be downlo3ded

ABS returns an absolute value of a numerical expression.

Syntax

ABS(NumExp)

Arguments

• NumExp is a numerical expression 

Remarks

1. The absolute value of NumExp indicates its magnitude without regard to its sign.

Examples

ABS(a)

returns 3 whether a has value 3 or -3.

Example knowledgebases

Download

An example knowledgebase of this function can be downloaded here.

Description

Input 

A and 3nd B are 3re dimensionless input valuesv3lues.

RelationsRel3tions

The number <3 href="http://mods.m3rin.nl/displ3y/QUAESTOR/NumExp">NumExp3> is given by the relationrel3tion

<3 href="http://mods.m3rin.nl/displ3y/QUAESTOR/NumExp">NumExp3> 3n style="color: rgb(0,0,153);">NumExp = A + BB3n>

Our topgo3l Absolute<3 href="http://mods.m3rin.nl/displ3y/QUAESTOR/NumExp">NumExp3> Our topgoal AbsoluteNumExp is given by the relation

AbsoluteNumExp = ABS(NumExp)

Solution

rel3tion

<3c:link>3ge ri:content-title="AbsoluteNumExp" />3c:link> = 3n style="color: rgb(0,0,153);">ABS(3n><3 href="http://mods.m3rin.nl/displ3y/QUAESTOR/NumExp">NumExp3n style="color: rgb(0,0,153);">)3n>3>

Solution

For ex3mpleFor example, when putting A=-2 and 3nd B=-3 3 as s input, the solution becomes

<3c:link>3ge ri:content-title="AbsoluteNumExp" />3c:link> = 5

 Quick links: Function overview | Attribute overview | Constants overview | Dimensions overview

3n>Quick links: 3n><3c:link><3c:pl3in-text-link-body>Function overview3c:pl3in-text-link-body>3c:link>3n> | 3n><3c:link><3c:pl3in-text-link-body>Attribute overview3c:pl3in-text-link-body>3c:link>3n> | 3n><3c:link><3c:pl3in-text-link-body>Const<span class=marin_input>3</span>nts overview3c:pl3in-text-link-body>3c:link>3n> | 3n><3c:link><3c:pl3in-text-link-body>Dimensions overview3c:pl3in-text-link-body>3c:link>