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              <h1 id="firstHeading" class="firstHeading mw-first-heading">math.h</h1>
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<table class="infobox" style="text-align: center; font-size:90%;" typeof="mw:Transclusion" id="mwAw">
<tbody><tr><td style="text-align: center;"><b><a rel="mw:WikiLink" href="Biblioteca_padr%C3%A3o_do_C" title="Biblioteca padrão do C">Biblioteca padrão do C</a></b></td></tr>
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<td style="text-align: left;">
<ul><li><a rel="mw:WikiLink" href="Assert.h" title="Assert.h">assert.h</a></li>
<li><a rel="mw:WikiLink" href="Complex.h" title="Complex.h">complex.h</a></li>
<li><a rel="mw:WikiLink" href="Ctype.h" title="Ctype.h">ctype.h</a></li>
<li><a rel="mw:WikiLink" href="Errno.h" title="Errno.h">errno.h</a></li>
<li>fenv.h</li>
<li><a rel="mw:WikiLink" href="Float.h" title="Float.h">float.h</a></li>
<li>inttypes.h</li>
<li><a rel="mw:WikiLink" href="Iso646.h" title="Iso646.h">iso646.h</a></li>
<li><a rel="mw:WikiLink" href="Limits.h" title="Limits.h">limits.h</a></li>
<li><a rel="mw:WikiLink" href="Locale.h" title="Locale.h" class="mw-redirect">locale.h</a></li>
<li><a rel="mw:WikiLink" href="Math.h" class="mw-selflink selflink">math.h</a></li>
<li><a rel="mw:WikiLink" href="Setjmp.h" title="Setjmp.h">setjmp.h</a></li>
<li><a rel="mw:WikiLink" href="Signal.h" title="Signal.h">signal.h</a></li>
<li><a rel="mw:WikiLink" href="Stdarg.h" title="Stdarg.h">stdarg.h</a></li>
<li><a rel="mw:WikiLink" href="Stdbool.h" title="Stdbool.h">stdbool.h</a></li>
<li><a rel="mw:WikiLink" href="Stddef.h" title="Stddef.h">stddef.h</a></li>
<li><a rel="mw:WikiLink" href="Stdint.h" title="Stdint.h">stdint.h</a></li>
<li><a rel="mw:WikiLink" href="Stdio.h" title="Stdio.h">stdio.h</a></li>
<li><a rel="mw:WikiLink" href="Stdlib.h" title="Stdlib.h">stdlib.h</a></li>
<li><a rel="mw:WikiLink" href="String.h" title="String.h">string.h</a></li>
<li><a rel="mw:WikiLink" href="Tgmath.h" title="Tgmath.h" class="mw-redirect">tgmath.h</a></li>
<li><a rel="mw:WikiLink" href="Time.h" title="Time.h">time.h</a></li>
<li><a rel="mw:WikiLink" href="Wchar.h" title="Wchar.h" class="mw-redirect">wchar.h</a></li>
<li><a rel="mw:WikiLink" href="Wctype.h" title="Wctype.h" class="mw-redirect">wctype.h</a></li></ul></td></tr>

</tbody></table><span>
</span>
<p id="mwBA"><b id="mwBQ">math.h</b> é um <a rel="mw:WikiLink" href="Arquivo_cabe%C3%A7alho" title="Arquivo cabeçalho" class="mw-redirect" id="mwBg">arquivo cabeçalho</a> que fornece protótipos para <a rel="mw:WikiLink" href="Sub-rotina" title="Sub-rotina" class="mw-redirect" id="mwBw">funções</a>, <a rel="mw:WikiLink" href="Macro" title="Macro" id="mwCA">macros</a> e definição de <a rel="mw:WikiLink" href="Tipo" title="Tipo" class="mw-disambig" id="mwCQ">tipos</a> da <a rel="mw:WikiLink" href="Biblioteca_padr%C3%A3o_do_C" title="Biblioteca padrão do C" id="mwCg">biblioteca padrão</a> da <a rel="mw:WikiLink" href="Linguagem_de_programa%C3%A7%C3%A3o_C" title="Linguagem de programação C" class="mw-redirect" id="mwCw">linguagem de programação C</a> para <a rel="mw:WikiLink" href="Fun%C3%A7%C3%A3o_(matem%C3%A1tica)" title="Função (matemática)" id="mwDA">funções matemáticas</a> básicas<sup class="mw-ref reference" id="cite_ref-1" rel="dc:references" typeof="mw:Extension/ref"><a href="#cite_note-1" id="mwDQ"><span class="mw-reflink-text" id="mwDg"><span class="cite-bracket" id="mwDw">[</span>1<span class="cite-bracket" id="mwEA">]</span></span></a></sup><sup class="mw-ref reference" id="cite_ref-2" rel="dc:references" typeof="mw:Extension/ref"><a href="#cite_note-2" id="mwEQ"><span class="mw-reflink-text" id="mwEg"><span class="cite-bracket" id="mwEw">[</span>2<span class="cite-bracket" id="mwFA">]</span></span></a></sup>. São disponibilizadas, por exemplo, funções <a rel="mw:WikiLink" href="Trigonometria" title="Trigonometria" id="mwFQ">trigonométricas</a> como o <a rel="mw:WikiLink" href="Cosseno" title="Cosseno" id="mwFg">cosseno</a> <code id="mwFw">cos</code> que opera com <a rel="mw:WikiLink" href="%C3%82ngulo" title="Ângulo" id="mwGA">ângulos</a> medidos em <a rel="mw:WikiLink" href="Radiano" title="Radiano" id="mwGQ">radianos</a><sup class="mw-ref reference" id="cite_ref-3" rel="dc:references" typeof="mw:Extension/ref"><a href="#cite_note-3" id="mwGg"><span class="mw-reflink-text" id="mwGw"><span class="cite-bracket" id="mwHA">[</span>3<span class="cite-bracket" id="mwHQ">]</span></span></a></sup>, função para cálculo de <a rel="mw:WikiLink" href="Raiz_quadrada" title="Raiz quadrada" id="mwHg">raiz quadrada</a> <code id="mwHw">sqrtf</code> desde que o resultado seja um <a rel="mw:WikiLink" href="N%C3%BAmero_real" title="Número real" id="mwIA">número real</a><sup class="mw-ref reference" id="cite_ref-4" rel="dc:references" typeof="mw:Extension/ref"><a href="#cite_note-4" id="mwIQ"><span class="mw-reflink-text" id="mwIg"><span class="cite-bracket" id="mwIw">[</span>4<span class="cite-bracket" id="mwJA">]</span></span></a></sup>, <a rel="mw:WikiLink" href="Logaritmo" title="Logaritmo" id="mwJQ">logaritmo</a> com base 2 <code id="mwJg">log2</code><sup class="mw-ref reference" id="cite_ref-5" rel="dc:references" typeof="mw:Extension/ref"><a href="#cite_note-5" id="mwJw"><span class="mw-reflink-text" id="mwKA"><span class="cite-bracket" id="mwKQ">[</span>5<span class="cite-bracket" id="mwKg">]</span></span></a></sup>, entre outras.</p>

</section><section data-mw-section-id="1" id="mwLA" aria-labelledby="Funções_pré-C99"><div class="mw-heading mw-heading2"><h2 id="Funções_pré-C99"><span id="Fun.C3.A7.C3.B5es_pr.C3.A9-C99" typeof="mw:FallbackId"></span>Funções pré-C99</h2></div>
<p id="mwLQ">É importante lembrar que as funções que envolvem ângulos devem receber valores em <b id="mwLg">radianos</b> e não em <b id="mwLw">graus</b>.</p>
<table class="wikitable" id="mwMA">
<tbody id="mwMQ"><tr id="mwMg">
<th id="mwMw">Nome</th><th id="mwNA">Descrição</th></tr>
<tr id="mwNQ">
<td id="mwNg"><code id="mwNw">acos</code></td><td id="mwOA">arco-coseno</td></tr>
<tr id="mwOQ">
<td id="mwOg"><code id="mwOw">asin</code></td><td id="mwPA">arco-seno</td></tr>
<tr id="mwPQ">
<td id="mwPg"><code id="mwPw">atan</code></td><td id="mwQA">arco-tangente</td></tr>
<tr id="mwQQ">
<td id="mwQg"><code id="mwQw">atan2</code></td><td id="mwRA">arco-tangente (círculo cheio)</td></tr>
<tr id="mwRQ">
<td id="mwRg"><code id="mwRw">ceil</code></td><td id="mwSA">Arredonda para cima</td></tr>
<tr id="mwSQ">
<td id="mwSg"><code id="mwSw">cos</code></td><td id="mwTA">co-seno</td></tr>
<tr id="mwTQ">
<td id="mwTg"><code id="mwTw">cosh</code></td><td id="mwUA">co-seno hiperbólico</td></tr>
<tr id="mwUQ">
<td id="mwUg"><code id="mwUw">exp</code></td><td id="mwVA">exponencial</td></tr>
<tr id="mwVQ">
<td id="mwVg"><code id="mwVw">fabs</code></td><td id="mwWA">valor absoluto (módulo de)</td></tr>
<tr id="mwWQ">
<td id="mwWg"><code id="mwWw">floor</code></td><td id="mwXA">Arredonda para baixo</td></tr>
<tr id="mwXQ">
<td id="mwXg"><code id="mwXw">fmod</code></td><td id="mwYA">resto de uma divisão</td></tr>
<tr id="mwYQ">
<td id="mwYg"><code id="mwYw">frexp</code></td><td id="mwZA">fracção norm./parte exp</td></tr>
<tr id="mwZQ">
<td id="mwZg"><code id="mwZw">ldexp</code></td><td id="mwaA">inverso de <code id="mwaQ">frexp</code></td></tr>
<tr id="mwag">
<td id="mwaw"><code id="mwbA">log</code></td><td id="mwbQ">logaritmo natural</td></tr>
<tr id="mwbg">
<td id="mwbw"><code id="mwcA">log10</code></td><td id="mwcQ">logaritmo base 10</td></tr>
<tr id="mwcg">
<td id="mwcw"><code id="mwdA">modf(<i id="mwdQ">x</i>,<i id="mwdg">p</i>)</code></td><td id="mwdw">retorna a parte fraccionária de <i id="mweA">x</i> e guarda a parte inteira para onde o apontador <i id="mweQ">p</i> aponta</td></tr>
<tr id="mweg">
<td id="mwew"><code id="mwfA">pow(<i id="mwfQ">x</i>,<i id="mwfg">y</i>)</code></td><td id="mwfw">retorna o resultado de <i id="mwgA">x</i> elevado a <i id="mwgQ">y</i></td></tr>
<tr id="mwgg">
<td id="mwgw"><code id="mwhA">sin</code></td><td id="mwhQ">seno</td></tr>
<tr id="mwhg">
<td id="mwhw"><code id="mwiA">sinh</code></td><td id="mwiQ">seno hiperbólico</td></tr>
<tr id="mwig">
<td id="mwiw"><code id="mwjA">sqrt</code></td><td id="mwjQ">raiz quadrada</td></tr>
<tr id="mwjg">
<td id="mwjw"><code id="mwkA">tan</code></td><td id="mwkQ">tangente</td></tr>
<tr id="mwkg">
<td id="mwkw"><code id="mwlA">tanh</code></td><td id="mwlQ">tangente hiperbólica</td></tr>
</tbody></table>

</section><section data-mw-section-id="2" id="mwlg" aria-labelledby="Funções_C99"><div class="mw-heading mw-heading2"><h2 id="Funções_C99"><span id="Fun.C3.A7.C3.B5es_C99" typeof="mw:FallbackId"></span>Funções C99</h2></div>

<table class="wikitable" id="mwlw">
<tbody id="mwmA"><tr id="mwmQ">
<th id="mwmg">Nome</th><th id="mwmw">Descrição</th></tr>
<tr id="mwnA">
<td id="mwnQ"><code id="mwng">acosh</code></td><td id="mwnw">arco-coseno hiperbólico</td></tr>
<tr id="mwoA">
<td id="mwoQ"><code id="mwog">asinh</code></td><td id="mwow">arco-seno hiperbólico</td></tr>
<tr id="mwpA">
<td id="mwpQ"><code id="mwpg">atanh</code></td><td id="mwpw">arco-tangente hiperbólica</td></tr>
<tr id="mwqA">
<td id="mwqQ"><code id="mwqg">cbrt</code></td><td id="mwqw">raiz cúbica</td></tr>
<tr id="mwrA">
<td id="mwrQ"><code id="mwrg">copysign(<i id="mwrw">x</i>,<i id="mwsA">y</i>)</code></td><td id="mwsQ">retorna o valor de <i id="mwsg">x</i> com o sinal de <i id="mwsw">y</i></td></tr>
<tr id="mwtA">
<td id="mwtQ"><code id="mwtg">erf</code></td><td id="mwtw">função erro</td></tr>
<tr id="mwuA">
<td id="mwuQ"><code id="mwug">erfc</code></td><td id="mwuw">função erro complementar</td></tr>
<tr id="mwvA">
<td id="mwvQ"><code id="mwvg">exp2(<i id="mwvw">x</i>)</code></td><td id="mwwA">calcula 2 elevado à <i id="mwwQ">x</i>, 2<sup id="mwwg"><i id="mwww">x</i></sup></td></tr>
<tr id="mwxA">
<td id="mwxQ"><code id="mwxg">expm1(<i id="mwxw">x</i>)</code></td><td id="mwyA">subtrai da exponenciação <i id="mwyQ">x</i>, <i id="mwyg">e<sup id="mwyw">x</sup></i> − 1</td></tr>
<tr id="mwzA">
<td id="mwzQ"><code id="mwzg">fdim(<i id="mwzw">x</i>,<i id="mw0A">y</i>)</code></td><td id="mw0Q">diferença positiva entre <i id="mw0g">x</i> e <i id="mw0w">y</i>, fmax(<i id="mw1A">x</i>−<i id="mw1Q">y</i>, 0)</td></tr>
<tr id="mw1g">
<td id="mw1w"><code id="mw2A">fma(<i id="mw2Q">x</i>,<i id="mw2g">y</i>,<i id="mw2w">z</i>)</code></td><td id="mw3A">multiplica e soma, (<i id="mw3Q">x</i> * <i id="mw3g">y</i>) + <i id="mw3w">z</i></td></tr>
<tr id="mw4A">
<td id="mw4Q"><code id="mw4g">fmax(<i id="mw4w">x</i>,<i id="mw5A">y</i>)</code></td><td id="mw5Q">maior valor de <i id="mw5g">x</i> e <i id="mw5w">y</i></td></tr>
<tr id="mw6A">
<td id="mw6Q"><code id="mw6g">fmin(<i id="mw6w">x</i>,<i id="mw7A">y</i>)</code></td><td id="mw7Q">menor valor de <i id="mw7g">x</i> e <i id="mw7w">y</i></td></tr>
<tr id="mw8A">
<td id="mw8Q"><code id="mw8g">hypot(<i id="mw8w">x</i>,<i id="mw9A">y</i>)</code></td><td id="mw9Q">hipotenusa, sqrt(<i id="mw9g">x</i><sup id="mw9w">2</sup> + <i id="mw-A">y</i><sup id="mw-Q">2</sup>)</td></tr>
<tr id="mw-g">
<td id="mw-w"><code id="mw_A">ilogb</code></td><td id="mw_Q">o expoente de uma dízima, convertido num <code id="mw_g">int</code></td></tr>
<tr id="mw_w">
<td id="mwAQA"><code id="mwAQE">lgamma</code></td><td id="mwAQI">logaritmo natural do valor absoluto da função gamma</td></tr>
<tr id="mwAQM">
<td id="mwAQQ"><code id="mwAQU">llrint</code></td><td id="mwAQY">arredonda para inteiro (retorna <code id="mwAQc">long long</code>) usando o modo de arredondamento currente</td></tr>
<tr id="mwAQg">
<td id="mwAQk"><code id="mwAQo">lrint</code></td><td id="mwAQs">arredonda para inteiro (retorna <code id="mwAQw">long</code>) usando o modo de arredondamento currente</td></tr>
<tr id="mwAQ0">
<td id="mwAQ4"><code id="mwAQ8">llround</code></td><td id="mwARA">arredonda para inteiro (retorna <code id="mwARE">long long</code>)</td></tr>
<tr id="mwARI">
<td id="mwARM"><code id="mwARQ">lround</code></td><td id="mwARU">arredonda para inteiro (retorna <code id="mwARY">long</code>)</td></tr>
<tr id="mwARc">
<td id="mwARg"><code id="mwARk">log1p(<i id="mwARo">x</i>)</code></td><td id="mwARs">logaritmo natural de 1 + <i id="mwARw">x</i></td></tr>
<tr id="mwAR0">
<td id="mwAR4"><code id="mwAR8">log2</code></td><td id="mwASA">logaritmo binário</td></tr>
<tr id="mwASE">
<td id="mwASI"><code id="mwASM">logb</code></td><td id="mwASQ">extrai o expoente da dízima infinita não periódica</td></tr>
<tr id="mwASU">
<td id="mwASY"><code id="mwASc">nan(<i id="mwASg">s</i>)</code></td><td id="mwASk">retorna <a rel="mw:WikiLink" href="NaN" title="NaN" id="mwASo">NaN</a>, possivelmente usando um argumento "string"</td></tr>
<tr id="mwASs">
<td id="mwASw"><code id="mwAS0">nearbyint</code></td><td id="mwAS4">arredonda uma dízima para o inteiro mais próximo</td></tr>
<tr id="mwAS8">
<td id="mwATA"><code id="mwATE">nextafter(<i id="mwATI">x</i>,<i id="mwATM">y</i>)</code></td><td id="mwATQ">retorna o próximo valor representável depois de <i id="mwATU">x</i> (towards <i id="mwATY">y</i>)</td></tr>
<tr id="mwATc">
<td id="mwATg"><code id="mwATk">nexttoward(<i id="mwATo">x</i>,<i id="mwATs">y</i>)</code></td><td id="mwATw">o mesmo que <code id="mwAT0">nextafter</code>, excepto que <i id="mwAT4">y</i> é sempre um <code id="mwAT8">long double</code></td></tr>
<tr id="mwAUA">
<td id="mwAUE"><code id="mwAUI">remainder(<i id="mwAUM">x</i>,<i id="mwAUQ">y</i>)</code></td><td id="mwAUU">calcula o resto como exigido pelo IEC 60559</td></tr>
<tr id="mwAUY">
<td id="mwAUc"><code id="mwAUg">remquo(<i id="mwAUk">x</i>,<i id="mwAUo">y</i>,<i id="mwAUs">p</i>)</code></td><td id="mwAUw">o mesmo que <code id="mwAU0">remainder</code>, mas guarda o quociente (como <code id="mwAU4">int</code>) no alvo do apontador <i id="mwAU8">p</i></td></tr>
<tr id="mwAVA">
<td id="mwAVE"><code id="mwAVI">rint</code></td><td id="mwAVM">arredonda para inteiro (retorna <code id="mwAVQ">double</code>) usando o modo de arredondamento currente</td></tr>
<tr id="mwAVU">
<td id="mwAVY"><code id="mwAVc">round</code></td><td id="mwAVg">arredonda para inteiro (retorna <code id="mwAVk">double</code>), arredonda casa mais distante de zero</td></tr>
<tr id="mwAVo">
<td id="mwAVs"><code id="mwAVw">scalbln(<i id="mwAV0">x</i>,<i id="mwAV4">n</i>)</code></td><td id="mwAV8"><i id="mwAWA">x</i> * <code id="mwAWE">FLT_RADIX</code><sup id="mwAWI"><i id="mwAWM">n</i></sup>  (<i id="mwAWQ">n</i> é <code id="mwAWU">long</code>)</td></tr>
<tr id="mwAWY">
<td id="mwAWc"><code id="mwAWg">scalbn(<i id="mwAWk">x</i>,<i id="mwAWo">n</i>)</code></td><td id="mwAWs"><i id="mwAWw">x</i> * <code id="mwAW0">FLT_RADIX</code><sup id="mwAW4"><i id="mwAW8">n</i></sup>  (<i id="mwAXA">n</i> é <code id="mwAXE">int</code>)</td></tr>
<tr id="mwAXI">
<td id="mwAXM"><code id="mwAXQ">tgamma</code></td><td id="mwAXU">função gamma</td></tr>
<tr id="mwAXY">
<td id="mwAXc"><code id="mwAXg">trunc</code></td><td id="mwAXk">trunca uma dízima</td></tr>
</tbody></table>

</section><section data-mw-section-id="3" id="mwAXo" aria-labelledby="Extensões_XSI"><div class="mw-heading mw-heading2"><h2 id="Extensões_XSI"><span id="Extens.C3.B5es_XSI" typeof="mw:FallbackId"></span>Extensões XSI</h2></div>
<p id="mwAXs">Funções extra devem ser avaliadas como <a rel="mw:WikiLink" href="X/Open" title="X/Open" id="mwAXw">X/Open</a> System Interfaces Extensions. Isto não está presente em nenhum padrão C ANSI ou ISO.</p>

<table class="wikitable" id="mwAX0">
<tbody id="mwAX4"><tr id="mwAX8">
<th id="mwAYA">Nome</th><th id="mwAYE">Descrição</th></tr>
<tr id="mwAYI">
<td id="mwAYM"><code id="mwAYQ">j0(<i id="mwAYU">x</i>)</code></td><td id="mwAYY">Bessel function of <i id="mwAYg">x</i> of the first kind of order 0</td></tr>
<tr id="mwAYo">
<td id="mwAYs"><code id="mwAYw">j1(<i id="mwAY0">x</i>)</code></td><td id="mwAY4">Bessel function of <i id="mwAY8">x</i> of the first kind of order 1</td></tr>
<tr id="mwAZA">
<td id="mwAZE"><code id="mwAZI">jn(<i id="mwAZM">n</i>,<i id="mwAZQ">x</i>)</code></td><td id="mwAZU">Bessel function of <i id="mwAZY">x</i> of the first kind of order <i id="mwAZc">n</i></td></tr>
<tr id="mwAZg">
<td id="mwAZk"><code id="mwAZo">scalb(<i id="mwAZs">x</i>,<i id="mwAZw">y</i>)</code></td><td id="mwAZ0"><i id="mwAZ4">x</i> * <code id="mwAZ8">FLT_RADIX</code><sup id="mwAaA"><i id="mwAaE">y</i></sup>  (<i id="mwAaI">x</i> and <i id="mwAaM">y</i> are <code id="mwAaQ">double</code>s)</td></tr>
<tr id="mwAaU">
<td id="mwAaY"><code id="mwAac">y0(<i id="mwAag">x</i>)</code></td><td id="mwAak">Bessel function of <i id="mwAao">x</i> of the second kind of order 0</td></tr>
<tr id="mwAaw">
<td id="mwAa0"><code id="mwAa4">y1(<i id="mwAa8">x</i>)</code></td><td id="mwAbA">Bessel function of <i id="mwAbE">x</i> of the second kind of order 1</td></tr>
<tr id="mwAbI">
<td id="mwAbM"><code id="mwAbQ">yn(<i id="mwAbU">n</i>,<i id="mwAbY">x</i>)</code></td><td id="mwAbc">Bessel function of <i id="mwAbg">x</i> of the second kind of order <i id="mwAbk">n</i></td></tr>
</tbody></table>

<p id="mwAbo">As funções conversoras <code id="mwAbs">double</code>-para-string <code id="mwAbw">ecvt</code>, <code id="mwAb0">fcvt</code> e <code id="mwAb4">gcvt</code> têm sido preteridas em favor de <code id="mwAb8">sprintf</code>.</p>
</section><section data-mw-section-id="-1" id="mwAcE" aria-labelledby="Referências"><div class="mw-heading mw-heading2"><h2 typeof="mw:Transclusion" id="Referências"><span id="Refer.C3.AAncias" typeof="mw:FallbackId"></span><span style="cursor: help;" title="Esta seção foi configurada para não ser editável diretamente. Edite a página toda ou a seção anterior em vez disso.">Referências</span></h2></div><span>

</span><div class="reflist" style=" list-style-type: decimal;" id="mwAcI"><div class="mw-references-wrap" typeof="mw:Extension/references" id="mwAcM"><ol class="mw-references references" id="mwAcQ"><li id="cite_note-1" data-mw-footnote-number="1"><span class="mw-cite-backlink" id="mwAcU"><a href="#cite_ref-1" rel="mw:referencedBy" id="mwAcY"><span class="mw-linkback-text" id="mwAcc">↑</span></a></span> <span id="mw-reference-text-cite_note-1" class="mw-reference-text reference-text"><cite class="citation web" typeof="mw:Transclusion" id="mwAcg"><a rel="mw:ExtLink nofollow" href="https://web.archive.org/web/20090601065934/http://linux.die.net/man/3/m_sqrt2" class="external text" id="mwAck">«m_sqrt2(3) - Linux man page»</a>. Linux Documentation<span class="reference-accessdate" id="mwAco">. Consultado em 28 de março de 2010</span>. Arquivado do <a rel="mw:ExtLink nofollow" href="http://linux.die.net/man/3/m_sqrt2" class="external text" id="mwAcs">original</a> em 1 de junho de 2009</cite><span title="ctx_ver=Z39.88-2004&amp;rfr_id=info%3Asid%2Fpt.wikipedia.org%3AMath.h&amp;rft.btitle=m_sqrt2%283%29+-+Linux+man+page&amp;rft.genre=unknown&amp;rft.pub=Linux+Documentation&amp;rft_id=http%3A%2F%2Flinux.die.net%2Fman%2F3%2Fm_sqrt2&amp;rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class="Z3988" id="mwAcw"><span style="display:none;" id="mwAc0"><span typeof="mw:Entity" id="mwAc4">&nbsp;</span></span></span></span></li>
<li id="cite_note-2" data-mw-footnote-number="2"><span class="mw-cite-backlink" id="mwAc8"><a href="#cite_ref-2" rel="mw:referencedBy" id="mwAdA"><span class="mw-linkback-text" id="mwAdE">↑</span></a></span> <span id="mw-reference-text-cite_note-2" class="mw-reference-text reference-text"><cite class="citation web" typeof="mw:Transclusion" id="mwAdI"><a rel="mw:ExtLink nofollow" href="http://www.opengroup.org/onlinepubs/9699919799/basedefs/math.h.html" class="external text" id="mwAdM">«The Open Group Base Specifications Issue 7: math.h»</a><span class="reference-accessdate" id="mwAdQ">. Consultado em 28 de março de 2010</span></cite><span title="ctx_ver=Z39.88-2004&amp;rfr_id=info%3Asid%2Fpt.wikipedia.org%3AMath.h&amp;rft.btitle=The+Open+Group+Base+Specifications+Issue+7%3A+math.h&amp;rft.genre=unknown&amp;rft_id=http%3A%2F%2Fwww.opengroup.org%2Fonlinepubs%2F9699919799%2Fbasedefs%2Fmath.h.html&amp;rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class="Z3988" id="mwAdU"><span style="display:none;" id="mwAdY"><span typeof="mw:Entity" id="mwAdc">&nbsp;</span></span></span></span></li>
<li id="cite_note-3" data-mw-footnote-number="3"><span class="mw-cite-backlink" id="mwAdg"><a href="#cite_ref-3" rel="mw:referencedBy" id="mwAdk"><span class="mw-linkback-text" id="mwAdo">↑</span></a></span> <span id="mw-reference-text-cite_note-3" class="mw-reference-text reference-text"><cite class="citation web" typeof="mw:Transclusion" id="mwAds"><a rel="mw:ExtLink nofollow" href="http://linux.die.net/man/3/cos" class="external text" id="mwAdw">«cos(3) - Linux man page»</a>. Linux Documentation<span class="reference-accessdate" id="mwAd0">. Consultado em 28 de março de 2010</span></cite><span title="ctx_ver=Z39.88-2004&amp;rfr_id=info%3Asid%2Fpt.wikipedia.org%3AMath.h&amp;rft.btitle=cos%283%29+-+Linux+man+page&amp;rft.genre=unknown&amp;rft.pub=Linux+Documentation&amp;rft_id=http%3A%2F%2Flinux.die.net%2Fman%2F3%2Fcos&amp;rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class="Z3988" id="mwAd4"><span style="display:none;" id="mwAd8"><span typeof="mw:Entity" id="mwAeA">&nbsp;</span></span></span></span></li>
<li id="cite_note-4" data-mw-footnote-number="4"><span class="mw-cite-backlink" id="mwAeE"><a href="#cite_ref-4" rel="mw:referencedBy" id="mwAeI"><span class="mw-linkback-text" id="mwAeM">↑</span></a></span> <span id="mw-reference-text-cite_note-4" class="mw-reference-text reference-text"><cite class="citation web" typeof="mw:Transclusion" id="mwAeQ"><a rel="mw:ExtLink nofollow" href="http://linux.die.net/man/3/sqrtf" class="external text" id="mwAeU">«sqrtf(3) - Linux man page»</a>. Linux Documentation<span class="reference-accessdate" id="mwAeY">. Consultado em 28 de março de 2010</span></cite><span title="ctx_ver=Z39.88-2004&amp;rfr_id=info%3Asid%2Fpt.wikipedia.org%3AMath.h&amp;rft.btitle=sqrtf%283%29+-+Linux+man+page&amp;rft.genre=unknown&amp;rft.pub=Linux+Documentation&amp;rft_id=http%3A%2F%2Flinux.die.net%2Fman%2F3%2Fsqrtf&amp;rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class="Z3988" id="mwAec"><span style="display:none;" id="mwAeg"><span typeof="mw:Entity" id="mwAek">&nbsp;</span></span></span></span></li>
<li id="cite_note-5" data-mw-footnote-number="5"><span class="mw-cite-backlink" id="mwAeo"><a href="#cite_ref-5" rel="mw:referencedBy" id="mwAes"><span class="mw-linkback-text" id="mwAew">↑</span></a></span> <span id="mw-reference-text-cite_note-5" class="mw-reference-text reference-text"><cite class="citation web" typeof="mw:Transclusion" id="mwAe0"><a rel="mw:ExtLink nofollow" href="http://linux.die.net/man/3/log2" class="external text" id="mwAe4">«log2(3) - Linux man page»</a>. Linux Documentation<span class="reference-accessdate" id="mwAe8">. Consultado em 28 de março de 2010</span></cite><span title="ctx_ver=Z39.88-2004&amp;rfr_id=info%3Asid%2Fpt.wikipedia.org%3AMath.h&amp;rft.btitle=log2%283%29+-+Linux+man+page&amp;rft.genre=unknown&amp;rft.pub=Linux+Documentation&amp;rft_id=http%3A%2F%2Flinux.die.net%2Fman%2F3%2Flog2&amp;rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class="Z3988" id="mwAfA"><span style="display:none;" id="mwAfE"><span typeof="mw:Entity" id="mwAfI">&nbsp;</span></span></span></span></li>
</ol></div></div>

</section><section data-mw-section-id="4" id="mwAfM" aria-labelledby="Ligações_externas"><div class="mw-heading mw-heading2"><h2 id="Ligações_externas"><span id="Liga.C3.A7.C3.B5es_externas" typeof="mw:FallbackId"></span>Ligações externas</h2></div>
<ul id="mwAfQ"><li id="mwAfU"><cite class="citation web" typeof="mw:Transclusion" id="mwAfY"><a rel="mw:ExtLink nofollow" href="http://www.utas.edu.au/infosys/info/documentation/C/CStdLib.html#math.h" class="external text">«C Standard Library»</a> (em inglês)</cite><span title="ctx_ver=Z39.88-2004&amp;rfr_id=info%3Asid%2Fpt.wikipedia.org%3AMath.h&amp;rft.btitle=C+Standard+Library&amp;rft.genre=unknown&amp;rft_id=http%3A%2F%2Fwww.utas.edu.au%2Finfosys%2Finfo%2Fdocumentation%2FC%2FCStdLib.html%23math.h&amp;rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class="Z3988"><span style="display:none;"><span typeof="mw:Entity">&nbsp;</span></span></span></li></ul>

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