In a circle of radius 8, the length of the arc that subtends a central angle of 183 degrees is

Question

anonymous · Answer

I believe the formula is $$s = r \theta$$ Where theta is in radians.. Can anyone confirm this??

anonymous · Answer

Convert 183 degrees into radians $$183degrees = \frac{183\pi}{180}radians$$ so the arc length s would equal $$s = 8(\frac{183\pi}{180})$$ So s would equal $$s = 25.55$$

anonymous · Answer

Thats what i got but im not sure if its right.

anonymous · Answer

yeah it is actually 
A=(theta/360)x (2) (pi) (r)

anonymous · Answer

Ok i did it right then.. yayy lol

anonymous · Answer

yeah I appologize Im not good at using the equation thing here so it takes a minute for me to type it out

anonymous · Answer

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