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There are 3. "A falling apple" ring a bell?

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12y ago

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What two men developed the laws of motion?

Isaac Newton wrote the Laws of Motion. Leonhard Euler extended these laws about 50 years after Newton.


What was Isaac Newton most known for the laws of motion.?

the laws of motion the laws of motion


Is newtons law two thirds of a percent and 0 point two sixth of a degree of motion?

No, it is not. Those numbers bear no resemblance whatsoever to any of the laws of motion.


Which two men developed laws of motion?

Johannes Kepler and Sir Isaac Newton


How many laws of motion arw there?

There are three laws of motion in classical mechanics, known as Newton's laws of motion. They describe the relationship between the motion of an object and the forces acting on it.


Sir Isaac Newton is famous for the 3 laws of what?

Isaac Newton is famous for his 3 Laws of Motion.


Who discover the newton laws of motion?

Sir Isaac Newton is credited with discovering the three laws of motion, also known as Newton's Laws of Motion. These laws describe the relationship between the motion of an object and the forces acting on it. Newton's Laws of Motion laid the foundation for classical mechanics and are fundamental principles in the field of physics.


Who contributed the most to laws of motion?

Isaac Newton wrote the Laws of Motion.


Who discovered laws of motion?

Sir Isaac Newton is credited with discovering the laws of motion. These laws, known as Newton's laws of motion, describe the relationship between the motion of an object and the forces acting on it.


Why are the three newton laws called the laws of motion and not force?

Newton's Laws are describing acceleration, an element of motion.


Hydraulic jack is an application of the use of laws of hydraulics Name two other?

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What is the double pendulum equation of motion according to Newton's laws of motion?

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.