Use the given circle. find the length s to the nearest tenth. (1 point) a) 10.5 in. b) 5.2 in. c) 3.3 in. d) 20.9 in.

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 By definition, the arc length is given by:
 
 Where,
 r: radius of the circle
 theta: central angle.
 Substituting values we have:
 
 Rounding to the nearest tenth we have:
 
 
 s = 10.5 in
 A) 10.5 in.

Given Data:

The radius of the circle = 5 inches
The central angle of a circle = 2π/3
The length of the intercepted arc =?

Using the formula;
S  = R × ∅
Where,
S = The length of the intercepted arc
R = The radius of the circle
∅ = The central angle of a circle
Therefore,
S = 5 × 2π/3
S = 10π/3 Radians
Or
S = 10 × 22/7 ÷ 3
S = 10.47 inches

820,000 is the answr