in the figure,arcs are Drawn by taking vertices a, b, c of equilateral triangle of side 14 cm as centres to intersect the sides BC,CA, and AB at their respective mid points.Find the area of shaded region
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Area of the shaded part = Area of the triangle - area of the three sectors drawn by the vertices of the triangle.
Area of an equilateral triangle = √3/4 a²
Area of the sector = Ф/360 * πr²
radius of the sector's circles=14/2=7cm (∵, given arcs are drawn to the midpoints of sides of the triangle)
With the above information plzz do the sum yourself to get the idea of these types of questions.
Cheers and please mark it as brainliest!!!
Area of an equilateral triangle = √3/4 a²
Area of the sector = Ф/360 * πr²
radius of the sector's circles=14/2=7cm (∵, given arcs are drawn to the midpoints of sides of the triangle)
With the above information plzz do the sum yourself to get the idea of these types of questions.
Cheers and please mark it as brainliest!!!
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