The acceleration of a free falling object on planet X would depend on the gravitational force of the planet. It can be calculated using the formula: a = GM/r^2, where G is the gravitational constant, M is the mass of the planet, and r is the distance between the object and the center of the planet.
The acceleration of a free falling object on planet X would vary depending on the mass and size of the planet. If the planet is larger and more massive than Earth, the acceleration would be higher. However, if the planet is smaller and less massive, the acceleration would be lower.
Yes, the acceleration of a free falling object on planet X can change depending on the altitude of the object. As the object gets closer or farther from the planet's surface, the acceleration would also change.
Air resistance can affect the acceleration of a free falling object on planet X, but it would depend on the density of the planet's atmosphere. If the planet has a denser atmosphere, air resistance would have a greater impact on the acceleration of the object.
The acceleration of a free falling object on planet X can be measured using a device called an accelerometer. This device measures the change in velocity of the object over time, which can then be used to calculate the acceleration.