Convert an angle measurement using the conversion calculator below.
Angle Converter
Convert an angle measurement using the conversion calculator below.
How the Angle Converter Works?
1. Getting Started – The Interface:
Picture yourself using a special calculator designed to convert angles. It has a couple of dropdown menus and an input field: – Select From: You choose the unit of measurement you’re starting with from a dropdown list. It’s like picking the language you’re currently speaking in. – Select To: You select the unit you want to convert to from another dropdown. Think of this as choosing the language you want to translate to. – Angle Value: Here, you input the actual angle you want to convert. It’s like typing the word you want to translate. 2. The Conversion Process Begins: Once you’ve made your selections, the calculator does its magic using a specific formula. Here’s how it works: Converted Angle = (Angle Value) * (Conversion Factor) 3. Understanding the Formula: – Angle Value: This is the angle you input. Just like typing a word into a translator. – Conversion Factor: Each pair of units has a unique conversion factor assigned to it. It’s like a secret code that helps translate one language (or unit) into another. 4. Example Conversion: Let’s say you have an angle of 45 degrees that you want to convert to radians. Using the formula: Converted Angle = 45 * (π / 180) Converted Angle = 0.785 radians So, 45 degrees is equal to approximately 0.785 radians. 5. Final Outcome: The calculator then displays the converted angle, showing you the measurement in the new unit you selected. It’s like getting the translation of your word into the desired language. This tool makes it easy to switch between different angle measurements without any hassle. And that’s it! You now understand how to use the angle converter to switch between different units of angle measurement with ease.
Angle Converter Chart
Degrees | Radians |
---|---|
0° | 0 |
1° | 0.0174533 |
2° | 0.0349066 |
3° | 0.0523599 |
4° | 0.0698132 |
5° | 0.0872665 |
6° | 0.10472 |
7° | 0.122173 |
8° | 0.139626 |
9° | 0.15708 |
10° | 0.174533 |
11° | 0.191986 |
12° | 0.20944 |
13° | 0.226893 |
14° | 0.244346 |
15° | 0.261799 |
16° | 0.279253 |
17° | 0.296706 |
18° | 0.314159 |
19° | 0.331613 |
20° | 0.349066 |
21° | 0.366519 |
22° | 0.383973 |
23° | 0.401426 |
24° | 0.418879 |
25° | 0.436332 |
26° | 0.453786 |
27° | 0.471239 |
28° | 0.488692 |
29° | 0.506146 |
30° | 0.523599 |
31° | 0.541052 |
32° | 0.558506 |
33° | 0.575959 |
34° | 0.593412 |
35° | 0.610865 |
36° | 0.628319 |
37° | 0.645772 |
38° | 0.663225 |
39° | 0.680679 |
40° | 0.698132 |
41° | 0.715585 |
42° | 0.733039 |
43° | 0.750492 |
44° | 0.767945 |
45° | 0.785398 |
46° | 0.802852 |
47° | 0.820305 |
48° | 0.837758 |
49° | 0.855212 |
50° | 0.872665 |
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