Select the correct answer from the list.(1 point)

When an object slows down and deviates from its expected orbit, this indicates that it is being (pulled or pushed) by (gravitational,propulsive,fictional, or magnetic) force due to another object.

When an object slows down and deviates from its expected orbit, this indicates that it is being pulled by gravitational force due to another object.

As a planet draws away from the sun in its orbit, the force between the sun and the planet (increases, remains the same, decreases) and (increases, remains the same, decreases) the planet's speed.

As a planet draws away from the sun in its orbit, the force between the sun and the planet decreases and decreases the planet's speed.

The correct answer is "pulled" by "gravitational" force.

To answer this question, we need to understand the concept of orbits and forces acting on objects in space.

When an object deviates from its expected orbit and slows down, it suggests that there is an external force acting on it. In this case, the force can either be gravitational, propulsive, frictional, or magnetic.

Gravitational force is the force of attraction between objects with mass. It is the primary force that governs the motion of celestial bodies in space.

Propulsive force refers to a force that propels or pushes an object in a particular direction. This force is usually generated by some kind of propulsion system, such as rocket engines.

Frictional force is a force that opposes the motion of objects in contact with one another. However, in the context of objects in space, friction is typically negligible due to the lack of atmosphere.

Magnetic force is the force between objects with magnetic properties. While magnetic forces exist, they are generally not significant in the context of orbital mechanics.

Considering the options provided, the correct answer would be gravitational force. This is because the gravitational force from another object can affect the motion of an object in space, causing it to slow down and deviate from its expected orbit.

Therefore, the correct answer is: gravitational.