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The area of a sector of a circle with angle θ can be found using the formula :
12r2\frac{1}{2}r^221r2
r2θ
1360\frac{1}{360}3601 πr2θ
A circle with a diameter of 2 units is divided into 4 equal sectors. Can you find the area of each sector of the circle?
19.25 square units
π/4 square units
π/2 square units
If θ = 1600 and R=6. Find area of a sector
50.28 square units
31.43 square units
3.43 square units
If θ= 450and r = 7. Find area of a sector
25.67 square units
If θ = 1000and r = 6. Find area of a sector
Find the area of the sector when the radius of the circle is 16 units, and the length of the arc is 5 units
40 square units
0.314square units
If θ= 600and r = 7. Find area of a sector
A circle with a diameter of 2 units is divided into 10 equal sectors. Can you find the area of each sector of the circle?
Find the area of the sector when the radius of the circle is 20 units, and the length of the arc is 5 units
50 square units
If θ = 2π/3 rad and r = 6. Find area of a sector
2π square units
12π square units
It is done.