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  47. <a name="expm1"></a>
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  53. <a name="expm1_002c-expm1f_002d_002d_002dexponential-minus-1"></a>
  54. <h3 class="section">1.18 <code>expm1</code>, <code>expm1f</code>&mdash;exponential minus 1</h3>
  55. <a name="index-expm1"></a>
  56. <a name="index-expm1f"></a>
  57. <p><strong>Synopsis</strong>
  58. </p><div class="example">
  59. <pre class="example">#include &lt;math.h&gt;
  60. double expm1(double <var>x</var>);
  61. float expm1f(float <var>x</var>);
  62. </pre></div>
  63. <p><strong>Description</strong><br>
  64. <code>expm1</code> and <code>expm1f</code> calculate the exponential of <var>x</var>
  65. and subtract 1, that is,
  66. e raised to the power <var>x</var> minus 1 (where e
  67. is the base of the natural system of logarithms, approximately
  68. 2.71828). The result is accurate even for small values of
  69. <var>x</var>, where using <code>exp(<var>x</var>)-1</code> would lose many
  70. significant digits.
  71. </p>
  72. <br>
  73. <p><strong>Returns</strong><br>
  74. e raised to the power <var>x</var>, minus 1.
  75. </p>
  76. <br>
  77. <p><strong>Portability</strong><br>
  78. Neither <code>expm1</code> nor <code>expm1f</code> is required by ANSI C or by
  79. the System V Interface Definition (Issue 2).
  80. </p>
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