Final answer:
To find the distance the bullet travels inside the wood, we would apply the work-energy theorem. Without the initial velocity or the mass of the bullet, we cannot calculate the exact stopping distance. With those values, we could use the formula Work = Force × Distance to find the distance traveled.
Step-by-step explanation:
To determine how far the bullet travels inside the wood, we would need to use the work-energy theorem, which states that the work done on an object is equal to the change in its kinetic energy. In this scenario, the kinetic energy of the bullet is completely converted into the work done by the force of the wood stopping the bullet, which is calculated as the force exerted multiplied by the distance the bullet travels inside the wood.
Unfortunately, we do not have enough information in the question to provide an exact answer. To calculate the stopping distance, we would need the initial velocity of the bullet or its mass, and these are not given. If we had these values, we could use the formula: Work = Force × Distance = ½ × Mass × (Initial Velocity)^2, and rearrange it to solve for the distance.
For example, if the bullet had a mass m and an initial velocity v, the work-energy theorem would look like this: 50,000 N × Distance = ½ × m × v^2. Solving for Distance would give us the answer for how far the bullet travels inside the wood, provided that air resistance and other energy losses are negligible.