Question

1. draw a force diagram for the bucket of water that is being raised from the well at constant speed. label the forces and use equality marks on the force vectors.

Explanation:

Step1: Identify forces

There are two forces acting on the bucket - gravitational force ($F_g$) acting downwards and the tension force ($F_T$) exerted by the rope pulling it upwards.

Step2: Analyze motion

Since the bucket is moving at a constant speed, the net force on it is zero according to Newton's first law ($\sum F = 0$), so $F_T=F_g$.

Step3: Draw diagram

Draw a dot to represent the bucket. Draw a downward - pointing arrow labeled $F_g$ and an upward - pointing arrow of equal length labeled $F_T$. Put equality marks on the two arrows to show they have the same magnitude.

Answer:

A dot representing the bucket with a downward - pointing arrow labeled $F_g$ and an upward - pointing arrow of equal length labeled $F_T$ with equality marks on the arrows.