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I know he threw it 60 yards without really winding up and it was off his back foot in the SEC Championship game

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13y ago

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Continue Learning about Astronomy

How does the discus throw work?

In discus throw, the athlete spins in a circle inside a throwing ring and releases a heavy discus. The momentum generated from the spinning motion is transferred to the discus, allowing it to be thrown long distances. The throw is measured from the landing point of the discus to the inner edge of the throwing circle.


How much farther can you throw a ball on the moon compared to earth?

You can throw a ball much farther on the moon compared to Earth due to its weaker gravity, which is about one-sixth the strength of Earth's gravity. This means that objects on the moon experience less gravitational pull, allowing them to travel further when thrown.


Who proposed that the laws of physics apply throughout the universe?

Oh, that's a wonderful question! The idea that the laws of physics apply universally was proposed by none other than Sir Isaac Newton. He's a remarkable figure in the world of science, spreading the notion that the same laws that govern objects on Earth also extend to the stars above us. It's truly awe-inspiring to think about the harmonious order of our universe.


Which scientist determined the nature of the forces that keep the planets in their orbits?

The popular story is that Isaac Newton, after watching the fall of an apple, postulated that the same force that caused the apple to fall perpendicular to the earth's surface could, if it were to exert an influence far enough out from the planet, hold the moon in its orbit. From this specific case, he then expanded his theory to encompass the reason planets were kept in their orbits around the sun.


The fact that the sun exerts a force on you even though it is very far away is a consequence of the universal law?

of gravitation, as formulated by Sir Isaac Newton. The law states that every mass attracts every other mass in the universe with a force that is directly proportional to the product of their masses and inversely proportional to the square of the distance between their centers. This means that even though the sun is far away, its massive size still exerts a gravitational pull on objects, such as us on Earth.