In order to know the meaning of the term kinematics, it is necessary to discover, in the first place, what is its etymological origin. In this case, we can determine that it derives from the Greek, exactly from the sum of two clearly delimited components:

-The noun “kineema”, which can be translated as “movement” or “agitation”.

-The suffix “-tikos”, which is used to indicate “relative to”.

The idea of **kinematics** refers to what is linked to **movement**: the change of position of a body. The specialty of the kinematics is also called **physical** which is focused on the analysis of movement, without taking into account the characteristics of the forces that generate it.

It can be said that kinematics studies the movement of **bodies** leaving aside the causes that cause it. That is why it is in charge of analyzing the **trajectories** that travel the bodies in time.

The **acceleration** and the **magnitude** they are the most important quantities with which kinematics works. Acceleration is obtained by dividing a change in speed by the time that was used, while the speed is the result of dividing between the space traveled and the time used.

In addition to all the above, we cannot ignore the existence of a series of data of interest on kinematics:

-Its three fundamental elements are the moving object, space and time. However, there are others that must also be known such as position, trajectory, distance and displacement without forgetting the corresponding speed and what is called average acceleration, which is the change in speed with respect to time.

-Coordinate systems are basic tools for work within this discipline at hand.

-In kinematics the concept of average speed is widely used. This comes to relate what is the total distance that the object has traveled with the time it has taken to travel it.

-When working on kinematics, one must start from something as important as the type of movement carried out by the object in question. Thus, we find the fact that it can be uniform rectilinear, uniformly accelerated rectilinear, circular, simple harmonic, uniform circular, parabolic, uniformly accelerated circular, complex harmonic, rigid solid …

At the mathematical level, kinematics indicates how the **position coordinates** of a body as a function of **weather**. Said trajectory can be described by means of a mathematical function that depends on the acceleration (the change of the velocity in time) and the velocity (the time in which the body changes its position).

We can analyze from kinematics the case of a train heading from a **point a** yet **point B**. If both points are separated by a distance of **400 kilometers** and the train delays **2 hours** in making the journey, his average speed was **200 kilometers per hour**. With a constant acceleration in the same **address** than speed, there is a rectilinear motion with uniform acceleration and a speed that varies over time. On the other hand, when the speed is zero, the rectilinear movement is uniform and the speed is constant.