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This law says that in orbit planets sweep equal areas in equal amounts of time
two 25kg masses would have more gravitational force if they were the same distance apart as two 15kg masses
296N
Kepler's 3rd law
0.227N
The gravitational field strength is stronger on the Sun
Kepler's 2nd law
the distance from the center of the two bodies
0.97
Why would an astronaut weigh more on the Sun than the Earth?
two 25kg masses would have more gravitational force if they were the same distance apart as two 15kg masses
296N
Kepler's 3rd law
0.227N
The gravitational field strength is stronger on the Sun
Kepler's 2nd law
the distance from the center of the two bodies
0.97
A 35.0kg probe lands on a planet. The planet's mass is 7.34 x 10^22kg . The distance from the center of the probe to the center of the planet is 2.75 x 10^7m. Find gravitational force (G is 6.67 x 10^-11 n*m^2/kg^2)
two 25kg masses would have more gravitational force if they were the same distance apart as two 15kg masses
296N
Kepler's 3rd law
0.227N
The gravitational field strength is stronger on the Sun
Kepler's 2nd law
the distance from the center of the two bodies
0.97
Which of the following statements is correct?
two 25kg masses would have more gravitational force if they were the same distance apart as two 15kg masses
296N
Kepler's 3rd law
0.227N
The gravitational field strength is stronger on the Sun
Kepler's 2nd law
the distance from the center of the two bodies
0.97
If the orbital period (yr) is 0.24 and the Radius (AU) is 0.39, what is the planet's T^2/R^3 ratio?
two 25kg masses would have more gravitational force if they were the same distance apart as two 15kg masses
296N
Kepler's 3rd law
0.227N
The gravitational field strength is stronger on the Sun
Kepler's 2nd law
the distance from the center of the two bodies
0.97
When you measure the distance between two bodies to find gravitational force, you should measure
two 25kg masses would have more gravitational force if they were the same distance apart as two 15kg masses
296N
Kepler's 3rd law
0.227N
The gravitational field strength is stronger on the Sun
Kepler's 2nd law
the distance from the center of the two bodies
0.97
An 80.0kg space probe lands on Mars. Mars has a mass of 6.42 x 10^23kg. If the distance to the center of Mars to the probe's center is 3.40 x 10^6m, what is the gravitational force? (G=6.67 x 10^-11)
two 25kg masses would have more gravitational force if they were the same distance apart as two 15kg masses
296N
Kepler's 3rd law
0.227N
The gravitational field strength is stronger on the Sun
Kepler's 2nd law
the distance from the center of the two bodies
0.97
This law says that a planet's T2/R3 ratio is always close to 1
two 25kg masses would have more gravitational force if they were the same distance apart as two 15kg masses
296N
Kepler's 3rd law
0.227N
The gravitational field strength is stronger on the Sun
Kepler's 2nd law
the distance from the center of the two bodies
0.97
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