The arc length with central angle 60° and radius 10 cm is 10.47 cm.
Relation between angle and length of arc?
An angle exists the figure formed by two rays, named the sides of the angle, sharing a common endpoint, reaching the vertex of the angle. Angles formed by two rays lie in the plane that includes the rays. Angles are also created by the intersection of two planes. These exist named dihedral angles.
If length of arc with central angle 360° is 2*[tex]\pi[/tex]*r (r-Radius)
Then length of arc with central angle 60° is [tex]\dfrac{2\pi r}{6}[/tex].
That is [tex]\pi[/tex]r/3 =3.14*10/3
=10.47 cm
Therefore, the arc length is 10.47 cm.
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