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What developed the three law of planetary motion?

Updated: 9/17/2019
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Kepler

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Q: What developed the three law of planetary motion?
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What did Sir Issac Newton explain in his Philosophiae Naturalis Principia Mathmatica?

I am not sure how much detail you want. But basically he explained Newton's three Laws of Motion, Newton's Law of Gravitation and developed Kelper's Laws of Planetary Motion.


Which law states that each planet revolves so that an imaginary line connecting it to the sun sweeps over equal areas in equal time intervals?

That's one of Johannes Kepler's "Laws" of planetary motion.


Whose data did Johannes Kepler analyze to arrive at his three law of planetary motion?

Tycho Brahe :P


What is the relation between newton law and palantry motion?

Newton's Law of Gravity describes Planetary motion.


Which German astronomer and mathematician developed three laws of planetary motion?

Johannes KeplerHis first two laws were published in Astronomia Nova(The New Astronomy) in 1609. His Third Law was published in 1618, in book five of his Harmonices Mundi (The Harmonies of the World.)


Regarding movement of planets the three laws of planetary motion include all except what A When a planet is closer to the sun it moves faster than when it is farther away?

Not knowing what the following is will make it hard to know which is not a law of planetary motion. It is helpful to know the answer choices.


What is the law that discribes how a planet orbits the sun?

Kepler's Laws of Planetary Motion.


What law announced by Kepler was supported by newtons law?

All 3 of them (Kepler's laws of planetary motion).


Who is the scientist that developed the law of motion?

Sir Isaac newton discovered the Law of Motion.


What are the three law motion?

The three laws of motion are: The Law of Inertia The Law of Acceleration and The Law of Interaction.


What are three laws motion?

The three laws of motion are: The Law of Inertia The Law of Acceleration and The Law of Interaction.


When was Newton's law of motion developed?

1701