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22 questions
What formula is this?
Arc length when θ is in radians
Arc length when θ is in degrees
Sector Area when θ is in radians
Sector Area when θ is in degrees
What formula is this?
Arc length when θ is in radians
Arc length when θ is in degrees
Sector Area when θ is in radians
Sector Area when θ is in degrees
When she is outdoors, Tasha, the dog, is tied to a stake in the center of a circular area of radius 24 feet. The angle between her dog house and her favorite hydrant is 165 degrees. What is the length of the arc from her dog house to the hydrant, following minor arc DG, to the nearest foot.
40 ft
35 ft
55 ft
69 ft
Find the area of the shaded sector of the circle.
Stephanie is cutting a pie. Stephanie's mother wants one fourth of the pie. The diameter is 20 cm. What is the sector area of the pie her mother does not want?
235.62 cm squared
three fourths of the pie
78.54 cm squared
83.99 cm squared
In a circle, a 90° sector has area 64π in2. What is the radius of the circle?
16 in
32 in
64 in
128 in
A central angle measures 4 radians and has an arc length of 28 inches. What is the diameter of the circle?
14 inches
7 inches
49 inches
6 inches
The length of an arc is 12 cm and the radius of the circle is 6 cm. What is the radian measure of the central angle?
2 radian
6 radian
4 radian
1 radian
Find the area of a sector with an arc length of 30 cm and a radius of 8 cm.
240 cm2
80 cm2
120 cm2
180 cm2
What is the approximate length of the arc subtended by an angle of 5π/6 radians on a circle with radius of 5.00 meters?
50.27 meters
13.09 meters
15.71 meters
12.52 meters
Find the length of the arc shown in red.
8π ft
4π ft
2π ft
16π ft
What is the area of sector GPH?
9π yd2
32π yd2
18π yd2
6π yd2
The blade of a windshield wiper sweeps out an angle of 135 degrees in one cycle. The length of the arm is 38 inches from the pivot point, and the blade itself measures 20 inches. What area does the wiper cover in one cycle?
541.5π square inches
420π square inches
121.5π square inches
840π square inches
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