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Answered

What is the arc length if Θ = 6 pi over 5 and the radius is 2 cm?

Verified Answer :

HomertheGenius

The arc length :
L = r π (theta) / π = r *(theta) = 2 · 6 π / 5 = 12π / 5 
( 12 · 3.14 ) : 5 = 7.536
Answer: 7.536 cm.

Answer:

Arc length = 7.53 cm  

Step-by-step explanation:

We have given that  : Radius = 2 cm

   Angle = \(\theta= \frac{6\pi}{5}\)

To find : Arc length(A)

Solution: The formula of arc length is

                Arc length(A) = radius × angle(in radian)

                              \(A= 2\times\frac{6\pi }{5}\)  

                                    A= 37.699/5=7.53 cm