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<p>in radians):</p>

<p>Another approach is to consider this area as the result of the following integral:</p>

<p>Converting the central angle into <a href="page.php?w=degree_%28angle%29">degree</a>s gives</p>

<p><big> Arc length </big></p>
<p>The formula for the length of an arc is:</p>

<p>where  represents the arc length,  represents the radius of the circle and  represents the angle in radians made by the arc at the centre of the circle.</p>

<p>If the value of angle is given in degrees, then we can also use the following formula by:</p>

<p><big> Perimeter </big></p><p>
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