If the same constant force is applied to two objects, but Object A has twice the mass of Object B, how will the acceleration of Object A compare to that of Object B?

Object A will have twice the acceleration of Object B.

Object A will have half the acceleration of Object B.

Object A will have the same acceleration as Object B.

Object A will have four times the acceleration of Object B.

Imagine you are pushing an empty shopping cart and a shopping cart full of groceries. If you push both with the exact same effort, what will be the result?

The full cart will accelerate faster.

Both carts will accelerate at the same rate.

The empty cart will accelerate faster.

Neither cart will move from just a single push.

The acceleration remains constant.

The acceleration drops to zero.

The larger skater, because they can push with more strength.

Both skaters will experience the same acceleration because the forces are equal.

The smaller skater, because they have less mass.

Neither skater will accelerate; they will just move apart at a constant speed.

A cart with a larger mass will experience a greater change in velocity over the same period of time.

The mass of the cart is the dependent variable, and the force is the independent variable.

As the mass of the cart is increased, its resulting acceleration will decrease.

The acceleration of the cart will be directly proportional to its mass.