Answer:
<em>"The new planet has more mass than Earth but the same radius"</em>
Explanation:
Newton's universal gravitational equation is:

Where G is the gravitational constant
m is the astronaut's mass
M is the mass of the planet
r is the radius of the planet
F is the gravitational force
The magnitude of gravitational acceleration is:

The astronaut's weight depends on the gravitational acceleration of the planet and its mass. Since the mass is the same in any part of space then we consider gravitational acceleration
<em>Gravitational acceleration </em><em>increases</em><em> when the planet's </em><em>mass increases</em><em> or when its </em><em>radius decreases</em><em>.</em>
<em>Gravitational acceleration </em><em>decreases</em><em> when the planet's </em><em>mass is small </em><em>or when its </em><em>radius increases</em>
Therefore the answer is the second option: <em>"The new planet has more mass than Earth but the same radius"</em>