Math in Motion

You could find the time, velocity, and distance of athletes in football practice. This picture represents each motion of the athletes. When you do ladders on the football field, you can figure out the velocity of the person who is doing the exercise.

Motion is not only shown in sports, but also through the experiments in history. For example, rolling items outside of the cafeteria. If we want to be more specific about the velocity of the specific terms, you could use the formula of motion.

Driving a car is a really common thing to do in daily life, However, motion exists in the process of driving. For example, when you want to know how long it will take you to enter the next exit. You could use the formula of motion to calculate the time, displacement, and speed. As you can see, we don't need to call or search online. Math makes our life easier. Math is all over the place, attention to the detail could be the only way to discover it.

In the field of math, equations are used to describe movement. while all the equations are passed down from history, they have become more accurate and easy to understand. Displacement (s), initial velocity (V), final velocity (u), final velocity (V), acceleration (a), and time (t) are all the terms that are involved in the equation. In all cases under the equations of motion. Translations, rotations, oscillations, and the combination were the elements of math in the world.

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History:

In history, the first questions of motion dealt with the mechanics to describe all the different movements in massive objects. By the 13th century, the University of Oxford studied mathematics. According to the elements and the relationships with motion, it led to a new body of knowledge that is physics.

Later on the experiment of the masses of pendulums showed that a period varies with the square root of length. The equation of motion is also a part of electrodynamics, when charged particles move in electric functions. Space and time exist on the X and Y axis.

This page by Mike X. ('19)