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What is the formula to calculate the Area to a sector?

area of segment - area of triangle

 ( area of eqiulateral triangle is root3/ 4 side2

area of isoceles triangle 1/2 xbase x height [ find base and height through trignometric tables]

area of right triangle )

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Q/360*pie(R)2

WHERE Q=ANGLE MADE BY SECTOR  .

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area of sector is Q/360*pie(R)2... the above is area of segment..

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 r2Q/360

(where Q=central angle)

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A(sector)=Q/360*pie (r)2   or  1/2 *  l*  r  where  l  is length .

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0pi r2/1800

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 the area of a sector of angle A= A/ 360 * pie r2

where A = angle in degrees

 and  r = radius

and pie = 22/7 or 3.14 (as given in the question. If the value of pie is not mentioned , use pie= 22/7.

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  here is the formula

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Proof:

we know that, Area of a circle = pi x r2

i.e., Area of a sector of angle 3600 = pi x r2

-> Area of a sector of angle 10 = pi x r2 / 360

-> Area of a sector of agle ѳ0 = ѳ/360 x pi x r2 square units

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