hree objects are released to the ground while the mass and net force of each is recorded. Air resistance is assumed to be negligible. Which statement is correct about all three objects?(1 point)

No statements can be made about the objects without measuring the acceleration of each.

The ratio of mass to acceleration is constant across all objects.

The ratio of net force to mass is constant across all objects.

The ratio of net force to acceleration is constant across all objects

force down = mass * acceleration of gravity

so
a = F/m = g
looks like force over mass is about 9.81 m/s^2

So which is constant without having information about the mass of each object?

I wrote force / mass = constant acceleration of 1 g

The ratio of net force to acceleration is constant across all objects

To determine the correct statement about the three objects, we need to consider Newton's second law of motion, which states that Force (F) is equal to mass (m) multiplied by acceleration (a), or F = ma.

Given that the objects are released to the ground and air resistance is negligible, we can assume they are all under the influence of gravity with the same acceleration due to gravity (g).

Let's analyze each of the options:

1. No statements can be made about the objects without measuring the acceleration of each.
This statement is not correct because we know that all objects experience the same acceleration due to gravity unless stated otherwise.

2. The ratio of mass to acceleration is constant across all objects.
This statement is not correct because the mass of each object may be different, and therefore the ratio of mass to acceleration will vary between objects.

3. The ratio of net force to mass is constant across all objects.
This statement is not correct because the ratio of net force to mass can vary based on the different forces acting on each object.

4. The ratio of net force to acceleration is constant across all objects.
This statement is correct because, according to Newton's second law, F = ma. The acceleration is the same for all objects, which means that the ratio of net force to acceleration will be constant across all of them.

Therefore, the correct statement is: The ratio of net force to acceleration is constant across all objects.