Find the area of a sector of a circle with a radius of 6 cm if the angle of the sector is 60°.
1 Answer
It is given that the angle of the sector is 60°
We know that the area of sector = (θ/360°)× πr2
Area of the sector with angle 60° = (60°/360°) ×πr2 cm2
= 36/6 π cm2
= 6 × 22/7 cm2
= 132/7 cm2
Hence, the area of the sector of the circle is 132/7 cm2.
Topics from Math
Algebraic Equation
0
Algebraic Fraction
2
Circle
16
Construction
3
Statistics
12
Triangle and Quadrilateral
17
Trigonometry
12
Compound Interest
6
Cylinder and Sphere
3
HCF and LCM
9
Indices
5
Prism and Pyramid
5
Radical and Surd
0
Plane Surface
5
Compound Depreciation
3
Population Growth
1
Set
4
Tax and Money Exchange
0
Related Questions