Number and Algebra
Functions
Geometry and Trigonometry
Statistics and Probability
Calculus
Convert 45° to radians.
Convert 210° to radians.
Convert 135° to radians.
A sector has radius 2 and central angle 45°. Find its area.
Convert 300° to radians.
Find the length of an arc on a circle of radius 5 if the central angle is π4\tfrac{\pi}{4}4π radians.
Find the area of a sector of radius 4 and central angle π3\tfrac{\pi}{3}3π radians.
Calculate the arc length on a circle of radius 3 subtended by an angle of 2π3\tfrac{2\pi}{3}32π radians.
A circle has radius 6 and a central angle of 60°. Calculate the corresponding arc length.
Calculate the area of a sector with radius 5 and central angle 5π6\tfrac{5\pi}{6}65π radians.
A sector has radius 7 and central angle 120°. Calculate its area.
A wheel of radius 10 rolls through an angle of 210°. Find the arc length covered.
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Question Type 2: Calculating the arc length given a radius and specific angle