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Topic :- Angle and Measurements
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If the perimeter of a sector of a circle is four times the radius of the circle , find the central angle of the corresponding sector
\[\large r\theta = 4r\] solve \(\theta \)
Wait , that was a dumb question , sorry
http://www.mathwarehouse.com/trigonometry/radians/images/picture-s=r-theta-circle.gif
theta is given 2 radians , not 4
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@rational
Explanation is :- Perimeter of a sector = 4r 2r+ S = 4r S= 2r So, central angle comes 2 not 4 , But how ?
Oh okay, they're adding up the total distance around the sector
|dw:1408897130222:dw|
May , you explain me please
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|dw:1408897174184:dw|
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