What does revolution mean in math

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Wolfram Language » Knowledge-based programming for everyone. Hand calculations are sometimes easier when you use revolutions but sometimes easier when you use degrees. It's good to know both ways. Revolutions turns are a more rational and natural unit of measure than degrees. You'll get a deeper understanding of angles if you think about revolutions rather than degrees. An angle is more fundamentally a subdivision of a circle rather than a sum of degrees.

For example, a right angle is more fundamentally a quarter of a circle rather than a sum of 90 degrees. Let's divide the circle into n equal sectors see diagram below. It is easier to understand this if you think about revolutions rather than degrees or radians. Let's look at some basic geometry using revolutions and degrees and radians.

The diagram below shows supplementary angles, complementary angles, and triangles. The concepts are clearer if you think about revolutions rather than degrees. We could talk until we're blue in the face about this quiz on words for the color "blue," but we think you should take the quiz and find out if you're a whiz at these colorful terms. Words nearby axis of revolution axipetal , axis , axis deer , axis deviation , axis of evil , axis of revolution , axis of symmetry , Axis powers , axis traction , axis-traction forceps , axisymmetric.

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