Gravitation Flashcards
inertial mass
describes the amount of resistance an object has to any application of force
Kepler’s 2nd law
states that an imaginary line drawn between a planet and the Sun sweeps out equal areas in equal time periods (Meaning the speed of a planet increases as it nears the sun and decreases as it recedes)
If the _____ of an object is increased, the gravitational force in experiences will increases as a result
gravitational mass
The region around Earth in which objects experience a force due to Earth’s gravity is called the _______
gravitational field
______ suggests that objects attract other objects with a force that is proportional to the product of their masses and inversely proportional to the square of the distance between them
Newton’s law of Universal Gravitation
Who was the first astronomer to propose that the Sun is the center of the solar system?
Nicholas Copernicus
Who believed that all planets except Earth orbit the sun?
Tycho Brahe
Who used huge instruments he built himself to record the exact positions of the planets and stars?
Tycho Brahe
Who used 30 years of observations made by other scientists and concluded that the planets orbit the sun?
Johannes Kepler
Who proposed that the force exerted on a planet by the Sun is inversely proportional to the distance between centers of the planet and the Sun?
Isaac Newton
Who discovered that the shape of a planet’s orbit is an ellipse?
Kepler
Who was the first to theorize that the force that makes objects fall to Earth is the same force that the sun exerts on the planets?
Newton
Who used geometry and mathematics to discover his 3 laws of planetary motion?
Kepler
Which Kepler Law relates the motion of more than one object about a single body?
Kepler’s 3rd Law
Which Kepler Law describes the shape of the planets’ orbits?
Kepler’s 1st Law
Which Kepler Law states that the Sun is located at one focus of a planet’s orbit?
Kepler’s 1st Law
Which Kepler Law uses the equation (Ta/Tb)^2 = (Ra/Rb)^3?
Kepler’s 3rd Law
Which Kepler Law states that an imaginary line drawn from a planet to the Sun will sweep out equal areas in equal time intervals?
Kepler’s 2nd Law
The shaded portions of Planet A’s orbit represent the area swept out by an imaginary line between the Sun and the planet between times t1 and t2 and between times t3 and t4. If the area of these shaded regions is equal, what must be true about the intervals t2 - t1 and t4 - t3?
t2 - t1 = t4 - t3
If you know the period of both Planets A and B, what other information would you need to determine Planet A’s average distance from the sun?
Planet B’s average distance from the sun
The gravitational field of the Sun exerts a force on Planet B. At which point on the orbit of Planet B is this force at its least? At which point is it greatest?
The force would be the least at the 3rd point. The force would be the greatest at the 1st point.
At point 3, Planet B is six times further from the Sun than it is at point 1. If the magnitude of the force exerted on Planet B by the gravitational field of the Sun at point 1 is F, what is the magnitude of the force at point 3?
1/36 of F.
F = !/r^2
If the period of Planet A is Ta and the period of Planet B is Tb and Planet A’s average distance from the Sun is Ta, write a formula that represent’s rb, Planet B’s average distance from the sun.
Rb = Cube Root of (Tb)^2(Ra)^3/(TA)^2
The mass of P is doubled
2F
The distance between the masses is doubled
1/4F