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Discover the ease of converting revolutions to grads with our 'Rev to Grad' tool. Developed by Newtum, this intuitive converter simplifies your calculations, sparking curiosity to explore more.
A revolution is a complete turn or rotation of an object around an axis. Typically, it is used to measure the number of full rotations a spinning object makes. In terms of angular measurements, one revolution represents 360 degrees, 2π radians, or 400 gradians.
Definition of GradA grad, also known as a gon or grade, is a unit of angular measurement. One grad represents 1/400 of a full rotation or circle. Therefore, a right angle, which is 90 degrees, is equivalent to 100 gradians, making the grad a convenient unit for various applications.
| Revolution (rev) | Grad (gon) |
|---|---|
| 0.01 rev | 4 gon |
| 0.1 rev | 40 gon |
| 0.25 rev | 100 gon |
| 0.5 rev | 200 gon |
| 0.75 rev | 300 gon |
| 1 rev | 400 gon |
| 1.25 rev | 500 gon |
| 1.5 rev | 600 gon |
| 1.75 rev | 700 gon |
| 2 rev | 800 gon |
1 rev = 400 gon
1 gon = 0.0025 rev
Example 1:
Convert 0.5 rev to gon:
0.5 rev = 0.5 × 400 gon = 200 gon
Example 2:
Convert 1.25 rev to gon:
1.25 rev = 1.25 × 400 gon = 500 gon
The 'Revolution to Grad Converter' traces its history to the need for precise angular measurements. It emerged as an essential tool for fields requiring fine divisions of the circle, such as surveying and engineering, paving the way for its widespread use today.
The 'Rev to Grad' converter facilitates accurate angular conversions, proving essential in real-world applications where precision is key.
Example 1: To convert 2 revolutions to gradians: 2 rev × 400 gon/rev = 800 gon.
Example 2: To convert 0.75 revolutions to gradians: 0.75 rev × 400 gon/rev = 300 gon.
Q1: What is a revolution?
A: A revolution is a full rotation of an object around its axis, equating to 400 gradians.
Q2: How many gradians are in a revolution?
A: One revolution is equal to 400 gradians.
Q3: Is this converter tool free to use?
A: Yes, our 'Rev to Grad' converter is completely free for all users.
