Each ball travelling in a straight line

When discussing objects traveling in straight lines, such as balls, we are often referring to the principles of physics, particularly in the context of motion and mechanics. Here's a concise explanation: Newton's First Law of Motion: This law states that an object will remain at rest or continue to move in a straight line at a constant speed unless acted upon by an external force. In the case of a ball rolling on a flat surface without any external forces (like friction or air resistance), it will continue moving in a straight line at a constant velocity. Projectile Motion: When a ball is thrown or projected into the air, it follows a curved path known as a trajectory. However, if we consider a snapshot of its motion at any given instant, the ball is traveling in a straight line tangent to its trajectory at that point. This is because, at any instant, the ball's velocity has both horizontal and vertical components, and the horizontal component represents its straight-line motion. Straight-Line Motion: In everyday scenarios where a ball is rolled or thrown along a flat surface, it generally moves in a straight line unless influenced by external factors such as uneven terrain, friction, or collisions with other objects. Understanding the principles of straight-line motion is fundamental in various fields, including physics, engineering, and sports, where the trajectory and behavior of moving objects are analyzed and predicted.

Millions followers is our goal @BolaHabidemi

now look at that . . . .

😵‍💫HYPNOTIZING😵‍💫

It's so interesting. If everyone in a society do their job, their bit correctly, it can create a circle, a chain a bond. Harmony, balance. Same as this circle.

Why does that video remind me of this game?

When a circle moves on a flat surface, each point executes a cycloidal trajectory. When it moves on a circular surface, each point executes a straight line trajectory. (Possibly SHM)

phase method

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