To determine the impact of an applied force of 475 newtons pushing upward against a desk that weighs 500 newtons, we compare the forces acting on the desk.
- Weight of the desk: 500 newtons (downward force due to gravity)
- Applied force from below: 475 newtons (upward force)
Since the weight of the desk (500 newtons) is greater than the applied force (475 newtons), the net force acting on the desk is:
\[ \text{Net Force} = \text{Weight} - \text{Applied Force} = 500 \text{ N} - 475 \text{ N} = 25 \text{ N} \text{ (downward)} \]
Because there is still a downward net force (25 newtons), the desk will not move upward or change direction. It will remain in place.
Thus, the correct answer is:
- The desk would stay where it is.