35.In the above right sided figure, arcs are drawn by taking vertices A, B and C of an equilateral triangle of side 10 cm. to intersect the sides BC, CA and AB at their respective mid-points D, E and F. Find the area of the shaded region. Also find the area of un-shaded region. (Use π = 3.14 and √3=1.73).
Answers
Explanation:
Sectors made at vertices A,B,C are equal in Area because angle made by them is equal to 60
Sectors made at vertices A,B,C are equal in Area because angle made by them is equal to 60 0
Sectors made at vertices A,B,C are equal in Area because angle made by them is equal to 60 0 and radius of each circle is
Sectors made at vertices A,B,C are equal in Area because angle made by them is equal to 60 0 and radius of each circle is 2
Sectors made at vertices A,B,C are equal in Area because angle made by them is equal to 60 0 and radius of each circle is 210
Sectors made at vertices A,B,C are equal in Area because angle made by them is equal to 60 0 and radius of each circle is 210
Sectors made at vertices A,B,C are equal in Area because angle made by them is equal to 60 0 and radius of each circle is 210 cm=5 cm
Sectors made at vertices A,B,C are equal in Area because angle made by them is equal to 60 0 and radius of each circle is 210 cm=5 cmArea of shaded region =3× Area of one sector with radius 5 cm and angle 60
Sectors made at vertices A,B,C are equal in Area because angle made by them is equal to 60 0 and radius of each circle is 210 cm=5 cmArea of shaded region =3× Area of one sector with radius 5 cm and angle 60 0
Sectors made at vertices A,B,C are equal in Area because angle made by them is equal to 60 0 and radius of each circle is 210 cm=5 cmArea of shaded region =3× Area of one sector with radius 5 cm and angle 60 0
Sectors made at vertices A,B,C are equal in Area because angle made by them is equal to 60 0 and radius of each circle is 210 cm=5 cmArea of shaded region =3× Area of one sector with radius 5 cm and angle 60 0 =3×
Sectors made at vertices A,B,C are equal in Area because angle made by them is equal to 60 0 and radius of each circle is 210 cm=5 cmArea of shaded region =3× Area of one sector with radius 5 cm and angle 60 0 =3× 360
Sectors made at vertices A,B,C are equal in Area because angle made by them is equal to 60 0 and radius of each circle is 210 cm=5 cmArea of shaded region =3× Area of one sector with radius 5 cm and angle 60 0 =3× 36060
Sectors made at vertices A,B,C are equal in Area because angle made by them is equal to 60 0 and radius of each circle is 210 cm=5 cmArea of shaded region =3× Area of one sector with radius 5 cm and angle 60 0 =3× 36060
Sectors made at vertices A,B,C are equal in Area because angle made by them is equal to 60 0 and radius of each circle is 210 cm=5 cmArea of shaded region =3× Area of one sector with radius 5 cm and angle 60 0 =3× 36060 π(5)
Sectors made at vertices A,B,C are equal in Area because angle made by them is equal to 60 0 and radius of each circle is 210 cm=5 cmArea of shaded region =3× Area of one sector with radius 5 cm and angle 60 0 =3× 36060 π(5) 2
Sectors made at vertices A,B,C are equal in Area because angle made by them is equal to 60 0 and radius of each circle is 210 cm=5 cmArea of shaded region =3× Area of one sector with radius 5 cm and angle 60 0 =3× 36060 π(5) 2 cm
Sectors made at vertices A,B,C are equal in Area because angle made by them is equal to 60 0 and radius of each circle is 210 cm=5 cmArea of shaded region =3× Area of one sector with radius 5 cm and angle 60 0 =3× 36060 π(5) 2 cm 2
Sectors made at vertices A,B,C are equal in Area because angle made by them is equal to 60 0 and radius of each circle is 210 cm=5 cmArea of shaded region =3× Area of one sector with radius 5 cm and angle 60 0 =3× 36060 π(5) 2 cm 2
Sectors made at vertices A,B,C are equal in Area because angle made by them is equal to 60 0 and radius of each circle is 210 cm=5 cmArea of shaded region =3× Area of one sector with radius 5 cm and angle 60 0 =3× 36060 π(5) 2 cm 2 =39.25 cm
Sectors made at vertices A,B,C are equal in Area because angle made by them is equal to 60 0 and radius of each circle is 210 cm=5 cmArea of shaded region =3× Area of one sector with radius 5 cm and angle 60 0 =3× 36060 π(5) 2 cm 2 =39.25 cm 2
answer
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