Converting Between Radians and Degrees
Read this topicExplanations 4
- Radians A radian is another way to measure an angle. Now, notice that the amount if radii that can fit on the circumference doesn't depend on the length of the radius, it is jus…
By Yan Yau Cheng, Alex Federspiel, Anusha Rahman
- Degrees Angles are measured in degrees. For example, a right angle is 90°. A right angle is 1/4 of a circle, or a full rotation, which is 90°x4=360°. Radians One radian is what …
By Ankita Devasia, Anusha Rahman
- (Video) Converting Degrees to Radians by Brian McLogan This video by Brian McLogan walks you through how to convert from degrees to radians. Summary To start, we know that the f…
By Anusha Rahman
- Converting Between Radians and Degrees Our next step is to learn how to convert between radians and degrees. If we want to convert from radians →\rightarrow→ degrees, degrees=ra…
By Anusha Rahman
Problems 20
- Convert 390∘390^\circ390∘ degrees into radians. (The following options are in radians)
- How many degrees are in 1 radian? Round your answer to the nearest degree.
- How many radians are in 1 degree? Round your answer to the nearest hundredth of a radian.
- Convert π\piπ radians into Degrees
- Convert π6\frac{\pi}{6}6π radians into Degrees
- Convert 5π6\frac{5\pi}665π radians into Degrees
- Convert π3\frac{\pi}33π radians into Degrees
- Convert π5\frac{\pi}55π radians into Degrees
- Convert 540∘540^\circ540∘ into radians. (The following options are in radians)
- Convert 180π\frac{180}\piπ180 degrees into radians. (The following options are in radians)
- Convert 60∘60^\circ60∘ degrees into radians. (The following options are in radians)
- Convert 270∘270^\circ270∘ degrees into radians. (The following options are in radians)
- How many degrees is π12\frac{\pi}{12}12π radians?
- 20 degrees is equal to πx\frac{\pi}{x}xπ radians. Find xxx.
- How many degrees is 80π80\pi80π radians?
- Convert the angle from radians to degrees.
- Convert each of the following angle measures to radians: \\ a) 60∘60^{\circ}60∘ b) 330∘330^{\circ}330∘
- Convert each of the following angle measures to radians: \\ a) 135∘135^{\circ}135∘ b) 210∘210^{\circ}210∘
- What is the smallest positive coterminal angle to −1500∘-1500^{\circ}−1500∘ in radians?
- Give the smallest positive coterminal angle of −510∘-510^{\circ}−510∘ in radians.