If you mean Newton's laws of motions, then they are:
1. A body in motion will continue unless a force is applied
2. Force equals mass times acceleration
3. For every action there is an equal and opposite force
=)
Isaac newton.
ang tae baho kaayo..............
Galileo
The double pendulum equation of motion, according to Newton's laws of motion, is a set of differential equations that describe the motion of a system with two connected pendulums. These equations take into account the forces acting on each pendulum, such as gravity and tension, and how they affect the motion of the system over time.
Galileo Galilei is credited with pioneering the laws of motion for falling bodies and pendulums. Through his experiments and observations, Galileo laid the foundation for the understanding of gravity and the motion of objects under its influence. His work became the basis for Isaac Newton's later development of the laws of motion.
In actual conditions, a pendulum's motion can be seen as periodic, but decaying.
The laws of pendulum motion were discovered by Galileo Galilei, an Italian astronomer and physicist. He made groundbreaking observations on the regularity of pendulum swings, laying the foundation for the study of dynamics.
There are 3. "A falling apple" ring a bell?
Large bodies, such as planets and stars, move according to the principles of celestial mechanics, which involve gravitation, inertia, and momentum. Their motion is primarily governed by gravitational interactions with other bodies and the overall structure of the universe. These movements can be predicted and explained using mathematical equations such as Newton's laws of motion and Kepler's laws of planetary motion.
Galileo Galileo
In physics, Galileo is remembered for discovering the laws of falling bodies and motions of projectiles.
A simple pendulum is a mass (called the bob) attached to a string or rod of fixed length that swings back and forth under the force of gravity. The motion of a simple pendulum is periodic and follows the laws of simple harmonic motion. The period of the pendulum (time for one complete swing) depends on the length of the string and the acceleration due to gravity.