Final answer:
To calculate the acceleration of a hockey puck with a force of 100 N applied, divide the net force by the puck's mass using the formula a = F/m. Without the mass, we cannot solve, but an example is provided using a mass of 0.17 kg.
Step-by-step explanation:
The mass of the hockey puck needs to be provided in order to calculate the acceleration when a force of 100N is applied. However, we can use the given information from the physics problems to determine a procedure for finding the acceleration of the hockey puck. According to Newton's second law, acceleration (a) is calculated by dividing the net force (F) applied to an object by its mass (m), represented by the formula a = F/m. Assuming we have the mass of the puck, we can substitute the values into the formula. If a puck has a mass of 0.17 kg (from one of the provided questions), the acceleration would be calculated as follows: a = 100N / 0.17kg = 588.24 m/s². This calculation assumes no other forces are acting on the puck, like friction or air resistance.