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Physics_Kid
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so, i am wondering, the math equation for a circle, we can prove it has infinite number of points, thus no sides, but that's on paper. is there anything in observable universe that shows us this math??
Physics_Kid said:so, i am wondering, the math equation for a circle, we can prove it has infinite number of points, thus no sides, but that's on paper. is there anything in observable universe that shows us this math??
NascentOxygen said:If the orbit of a planet comprised a series of straight line segments it would make for a very shuddering ride!
What's the difference between infinite number of points and infinite number of sides ? Or even a finite number of sides? A square has an infinite number of points but finite number of sides.Physics_Kid said:infinte number of points, thus no sides,
Physics_Kid said:so, i am wondering, the math equation for a circle, we can prove it has infinite number of points, thus no sides, but that's on paper. is there anything in observable universe that shows us this math??
Circular math in physics refers to the use of trigonometric functions, such as cosine and sine, to solve problems involving circular motion. These functions help us understand the relationship between the position, velocity, and acceleration of an object moving in a circular path.
Circular math is used in physics to analyze the motion of objects moving in a circular path. It helps us calculate the position, velocity, and acceleration of these objects at any given point in time. It also allows us to understand the forces acting on the object and how they affect its motion.
Circular math is used in many real-world applications, such as the design of amusement park rides, the motion of planets in our solar system, and the rotation of wheels on vehicles. It is also used in sports, such as calculating the trajectory of a ball in baseball or the speed of a spinning figure skater.
The main principles of circular math in physics include the relationships between the position, velocity, and acceleration of an object moving in a circular path, as well as the use of trigonometric functions to solve problems involving circular motion. It also involves understanding the centripetal force that keeps an object moving in a circle.
Circular math in physics is closely related to other branches of science, such as astronomy and engineering. In astronomy, circular math is used to study the motion of planets and other celestial bodies. In engineering, it is used to design structures and machines that involve circular motion, such as gears and turbines.