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Please help The radius of a circle is 15.2 cm. find the length of an arc of the circle intercepted by a central angle of 3pie/4
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I suppose they have given the angel in radian?
well regardless of that, in order to find the arc length, the method will be the same whether the angle has be given in degrees or radians
\[S = \theta*r\]
|dw:1430999052766:dw|
so in this case our s is unknown our θ = 3pi/4 and our radius = 15.2 cm
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\[S = \frac{ 3\Pi }{ 4 }* 15.2\] \[S = \frac{ 57 }{ 5 }\Pi \]
which is basically 35.81 cm
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