What is the total force on a man with a surface area of 100.0in^2, 10.0m deep in Bromine?

Question

anonymous · Answer

im familiar with physics but not mixing chemistry AND physics

anonymous · Answer

@mathslover @Loser66

anonymous · Answer

@beccaboo333

anonymous · Answer

Do you know how to calculate the pressure if the driver was submerged in water?

anonymous · Answer

diver*

anonymous · Answer

no i was missing that day but this is the hw my teacher sent to me over vacation

anonymous · Answer

Okay. No worries. 

If you've ever dived to the bottom of a pool, you would notice that the water exerts a pressure on us. You feel squished at the bottom of a deep pool and you can feel the pressure on your ears. 

This pressure is known as hydrostatic pressure. |dw:1399167282193:dw|

This pressure depends on the depth of the object, H, the density of the fluid, $\rho$, and the atmospheric pressure (if the body of water is exposed to the atmosphere. 

This hydrostatic pressure is defined as$$p = \rho g H + p_{atm}$$

Bromine has a density of $$\rho_{Br} = 3102.8 \rm {kg \over m^2 }$$