Quiz - Physics - Volume at Depth

At 30m/99ft of salt water a flexible container is filled to only 25% of its capacity. If this conta

  • a. The volume will be the same at both depths.

  • b. The air volume will increase by 33%.

  • c. The air volume will double.

  • d. The air volume will decrease by 3/4.


Results are only viewable after voting.

Please register or login

Welcome to ScubaBoard, the world's largest scuba diving community. Registration is not required to read the forums, but we encourage you to join. Joining has its benefits and enables you to participate in the discussions.

Benefits of registering include

  • Ability to post and comment on topics and discussions.
  • A Free photo gallery to share your dive photos with the world.
  • You can make this box go away

Joining is quick and easy. Log in or Register now!

Pedro Burrito

Moderator
Staff member
ScubaBoard Supporter
Scuba Instructor
Divemaster
Messages
3,238
Reaction score
2,452
Location
Boussens, Canton de Vaud, Suisse
# of dives
5000 - ∞
The time is 02:20 and I'm still awake so I'm posting the quiz for Friday.

From the Physics Section of the PADI Dive Theory Exam:

At 30m/99ft of salt water a flexible container is filled to only 25% of its capacity. If this container is taken to 10m/33ft, what will happen to the air volume inside?

a. The volume will be the same at both depths.

b. The air volume will increase by 33%.

c. The air volume will double.

d. The air volume will decrease by 3/4.


I will post a daily question from my exams to help newer divers and to encourage more experienced divers to interact gracefully and helpfully with the newer divers.

Reminder - this is a post in the Basic Forum and it is a green zone. Please be nice and on topic.

Thank you for your patience while we try to give people something to discuss other than Covid-19 and/or Politics. I will post the answer covered by the spoiler tag later today.
 
Good question :)
 
My answer is the same as for how confident I feel about today's question! Thanks for the questions.
 
upload_2020-5-15_20-19-3.jpeg
 
One way to do this kind of problem is to break it into two parts: first take the object to the surface, then as a new problem take that volume back down to the final depth.
 
One way to do this kind of problem is to break it into two parts: first take the object to the surface, then as a new problem take that volume back down to the final depth.
Am I correct in this is what you must do if it's to be a depth that is not exactly 2 ata or 4 ata, etc.--like "what will the volume be at 46 fsw"? I suppose if you were a genius with numbers you may do it in your head.
 
Am I correct in this is what you must do if it's to be a depth that is not exactly 2 ata or 4 ata, etc.--like "what will the volume be at 46 fsw"? I suppose if you were a genius with numbers you may do it in your head.
Yes, it makes it a lot easier, less prone to errors (of either logic or math).
 

Back
Top Bottom