Asked by DAME
                Hello!
What does this mean?
...find the lenght of the arc subtended by an angle of measure 2...
(I suck at English :) )
            
        What does this mean?
...find the lenght of the arc subtended by an angle of measure 2...
(I suck at English :) )
Answers
                    Answered by
            bobpursley
            
    It means, on a circle, find the length of the arc at the end of a radius, rotated through some angle.  Of course, you know the length if it is a complete circle as 2PI*radius.
    
                    Answered by
            Steve
            
    If you draw two radii of a circle with center O, and they intersect the circle at A and B, then angle AOB is said to <b>subtend</b> the arc AB.
The length of the circular arc AB is rθ, where θ is measured in radians.
An angle of π/2 is a right angle, so it subtends 1/4 of a circle. The whole circumference is 2πr, so πr/2 is 1/4 of that.
For your problem, an angle of measure 2 will subtend an arc of length 2r, whatever the radius r of the circle is.
    
The length of the circular arc AB is rθ, where θ is measured in radians.
An angle of π/2 is a right angle, so it subtends 1/4 of a circle. The whole circumference is 2πr, so πr/2 is 1/4 of that.
For your problem, an angle of measure 2 will subtend an arc of length 2r, whatever the radius r of the circle is.
                    Answered by
            DAME
            
    Tahnk you very much!
    
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