Symbian3/PDK/Source/GUID-AC99E9ED-2C02-561A-ABA4-DCDD415E8653.dita
author Dominic Pinkman <Dominic.Pinkman@Nokia.com>
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Addition of the PDK content and example code for Documentation_content according to Feature bug 1607 and bug 1608
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<?xml version="1.0" encoding="utf-8"?>
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<!-- Copyright (c) 2007-2010 Nokia Corporation and/or its subsidiary(-ies) All rights reserved. -->
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<!-- This component and the accompanying materials are made available under the terms of the License 
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"Eclipse Public License v1.0" which accompanies this distribution, 
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and is available at the URL "http://www.eclipse.org/legal/epl-v10.html". -->
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<!-- Initial Contributors:
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    Nokia Corporation - initial contribution.
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Contributors: 
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-->
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<!DOCTYPE concept
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  PUBLIC "-//OASIS//DTD DITA Concept//EN" "concept.dtd">
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<concept id="GUID-AC99E9ED-2C02-561A-ABA4-DCDD415E8653" xml:lang="en"><title>Math
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functions</title><shortdesc>Describes the maths functions used by application programs.</shortdesc><prolog><metadata><keywords/></metadata></prolog><conbody>
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<section id="GUID-965ABD80-2C30-43D1-8F40-7BF573301630"><title>Calling syntax</title> <p>Math functions are designed for
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use by application programs which must be able firstly to do the desired calculation
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and secondly to handle error conditions arising from the calculations. Thus,
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the ANSI-style functions of the form</p> <codeblock id="GUID-C277F9D8-5FDD-5460-B059-DF02E36B4948" xml:space="preserve">double sin(double); // typical declaration</codeblock> <codeblock id="GUID-8A9C44FE-7EDF-59DB-AFE0-B48148CBE0C8" xml:space="preserve">double x=1; // argument
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double a; // result
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a=sin(x); // typical use</codeblock> <p>are not implemented by the Symbian
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software platform. Rather, all functions return error information explicitly.</p> <p>All
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functions are provided as static member functions of the <codeph>Math</codeph> class.
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This is a convenient packaging mechanism. A typical math function is thus
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declared like this:</p> <codeblock id="GUID-C363CF23-CE56-59FA-A4EB-2DA2AD886C0D" xml:space="preserve">class Math
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    {
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public:
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    // ...
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    static TInt Sin(TReal &amp;aTrg,const TReal &amp;aSrc);
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    // ...
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    };</codeblock> <p>and used like this:</p> <codeblock id="GUID-EA13F019-D473-5757-B036-8461BD3B0143" xml:space="preserve">TReal x=1; // argument
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TReal a; // result
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TInt matherror; // error indication
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matherror=Math::ASin(a,x); // get result and error
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User::LeaveIfError(matherror); // handle error</codeblock> <p>This syntax
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is unusual for those used to the ANSI library. However, the ANSI library functions
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are designed for speed, and for users whose programs control the valid range
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of the arguments, and can thus reasonably ensure that they are within range.
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The <codeph>Math</codeph> class, however, provides direct support to expression
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interpreters acting on numbers entered by users. In this context, error checking
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is a vital part of the process.</p> <p>In most cases, the same variable may
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be used for both argument and result, i.e., <codeph>Math::Sin(x,x)</codeph> will
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work as expected, because the function has finished with the argument by the
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time the result is written to.</p> </section>
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<section id="GUID-8633E2E3-316D-40AE-9F88-77E6CF7FA041"><title>Precision</title> <p>The <codeph>TReal</codeph> type is equated
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to <codeph>double</codeph>. With an IEEE754 floating-point implementation,
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this gives a range from about 2.225074 × 10<sup>–</sup> <sup>308</sup> to
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about 1.797693 × 10<sup>+308</sup>, and an accuracy of 15 decimal places.</p> </section>
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<section id="GUID-2D26DDD3-FE18-4D0A-AC10-F445708750BB"><title>Error indications</title> <p>All functions return a standard
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error code. </p> </section>
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</conbody></concept>