A wooden cylinder has cross-sectional area $A$ and weight $W$. It is completely submerged in water, with its axis aligned vertically. The pressures acting on its upper and lower faces are $p_t$ and $p_b$ respectively. Which expression is equal to the upthrust on the block?
- A$(p_b - p_t)A + W$
- B$(p_b - p_t)$
- C$(p_b - p_t)A$
- D$(p_b - p_t)A - W$