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A circle has a radius of 18 ft. Find the length s of the arc intercepted by a central angle of 1.1 radians.
Do not round any intermediate computations, and round your answer to the nearest tenth.


A Circle Has A Radius Of 18 Ft Find The Length S Of The Arc Intercepted By A Central Angle Of 11 Radians Do Not Round Any Intermediate Computations And Round Y class=

Sagot :

The length of the arc of the circle will be 19.8 ft.

What is an arc of the circle?

The arc of the circle is the distance of the circumference of the circle formed sector of the circle at a particular angle.

The formula for the length of the arc of the circle will be given as:-

Arc = Angle x radius

We have Angle = 1.1 radians Radius = 18ft

Arc = 1.1 x 18

Arc = 19.8 ft.

Therefore the length of the arc of the circle will be 19.8 ft.

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