Hydrostatics is one of the most important corrections from the official dMAT sample analysis. Part 2 is not only vectors or general quantitative reasoning. The official General Academic Module sample also includes physical reasoning about liquids, pressure, buoyancy, trapped air, pumps, and ship stability.
Use this guide after the dMAT General Academic Module guide and the dMAT structure guide.
Last reviewed: 1 August 2026. This article is based on the official General Academic Module preparatory material dated July 2026. All practice questions below are Think Mile original and are not official dMAT questions.
For dMAT hydrostatics preparation, learn the core ideas:
The point is not to memorise an engineering-fluid-mechanics syllabus. The point is to reason from a short passage and apply the model to new cases.
The official General Academic Module sample contains a Hydrostatics exercise with six questions. The questions are not all direct formula substitution. They ask students to reason through physical situations.
The sample shows that a Part 2 passage can test:
| Skill | Example preparation focus |
|---|---|
| Physical intuition | What changes when depth increases |
| Model application | Pressure or buoyancy in a new setup |
| Diagram reasoning | Interpreting a submerged or floating object |
| Conceptual distinction | Floating versus sinking, pressure versus force |
| Scenario evaluation | Pumps, trapped air, and ship stability |
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Important limitation: hydrostatics is officially shown in the sample, but it is not guaranteed as a real-exam topic for every candidate.
In a liquid at rest, deeper points experience more pressure because more liquid is above them.
Simple rule:
Same liquid, deeper point, higher pressure.
This is why a submarine feels more pressure as it goes deeper.
Air pressure acts on exposed surfaces. In many basic hydrostatics problems, total pressure can include atmospheric pressure plus pressure from liquid depth.
For dMAT-style questions, read carefully whether the passage asks for:
Many introductory models treat water as incompressible. That means its volume does not shrink meaningfully under pressure in the model.
Wrong answers may imply that a large amount of water compresses easily. If the passage says incompressible, do not choose that.
An object in a liquid experiences an upward buoyant force. This depends on how much liquid the object displaces.
Simple rule:
More displaced liquid usually means more buoyant force.
If an object floats, its weight is balanced by buoyant force. If it sinks, its weight is greater than the buoyant force available in that situation.
Air can compress much more than water. If a container with trapped air is pushed deeper underwater, the air volume may shrink. This can reduce the displaced volume and change buoyancy.
This is a common reasoning trap because students focus only on the solid object and forget the air pocket.
A suction pump does not "pull water upward without limit." It reduces pressure above the water, and atmospheric pressure helps push water up. There is a limit to how high this can work.
You do not need the exact engineering derivation for dMAT. Know the concept: suction has a physical height limit.
For floating bodies, shape matters. A wide, low shape is often more stable than a tall, narrow shape because it resists tipping more effectively.
If a passage describes two ships with different shapes, avoid judging only by total mass. Shape and how buoyancy shifts during tilting may matter.
Think Mile original example:
Two pressure sensors are placed in the same water tank. Sensor A is 1 metre below the water surface. Sensor B is 3 metres below the water surface.
Question: which sensor experiences higher water pressure?
Solution:
The liquid is the same, so compare depth. Sensor B is deeper. In a liquid at rest, pressure increases with depth.
Answer: Sensor B.
Reading skill tested: use the depth relationship, not the horizontal position or sensor size.
| Trap | Why it is wrong | Better approach |
|---|---|---|
| Thinking pressure is the same everywhere in water | Depth changes pressure | Compare vertical depth |
| Confusing pressure and buoyancy | Pressure acts at points; buoyancy is net upward force | Identify what the question asks |
| Ignoring trapped air | Air volume can change under pressure | Track whether the object contains air |
| Assuming suction has no limit | Atmospheric pressure sets a practical limit | Treat suction as pressure difference, not magic pulling |
| Judging ship stability only by weight | Shape and tilt response matter | Read the described geometry |
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A sealed plastic box contains a small air pocket and is pushed underwater. Water is treated as incompressible, but air can be compressed. As the box goes deeper, the surrounding pressure increases. If the air pocket becomes smaller, the box displaces less total volume.
1. What happens to water pressure as the box goes deeper?
A. It decreases
B. It increases
C. It stays zero
D. It becomes unrelated to depth
2. If the air pocket becomes smaller, what happens to the total displaced volume of the box-air system?
A. It increases
B. It decreases
C. It must become zero
D. It is always equal to the box mass
3. Which statement best follows from the passage?
A. Water is treated as easily compressed.
B. Air and water are treated as identical materials.
C. Increased pressure can compress trapped air.
D. Buoyancy depends only on colour.
4. Why can trapped air affect floating behaviour?
A. It can change the displaced volume.
B. It removes atmospheric pressure.
C. It makes water compressible.
D. It makes depth irrelevant.
1. B. In a liquid at rest, pressure increases with depth.
2. B. The passage states that if the air pocket becomes smaller, the system displaces less total volume.
3. C. The passage says air can be compressed and surrounding pressure increases with depth.
4. A. Buoyancy is related to displaced liquid; trapped air can change total displaced volume.
When a hydrostatics passage appears:
Many hydrostatics questions can be solved by direction first: deeper means more pressure; more displaced liquid means more buoyancy; compressed air means less air volume.
| Step | Resource | Expected time | dMAT connection |
|---|---|---|---|
| Pressure basics | OpenStax: Measuring Pressure | 30-45 min | Depth and pressure |
| Buoyancy | OpenStax: Archimedes' Principle and Buoyancy | 30-45 min | Floating and displaced liquid |
| Fluids overview | Khan Academy: Fluids | 45-60 min | Pressure, density, and buoyancy intuition |
| Interactive buoyancy practice | PhET: Buoyancy Basics | 20-30 min | Floating vs sinking and density intuition |
| Return to dMAT style | dMAT preparation page | 45-60 min | Official General Academic Module sample |
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| Officially shown | Think Mile recommendation |
|---|---|
| Hydrostatics appears in the official sample | Learn pressure, buoyancy, displacement, trapped air, and stability basics |
| Questions require physical reasoning | Practise explaining direction of change before calculating |
| The sample is only a selection | Do not assume hydrostatics is guaranteed |
| No notes are allowed | Practise compact mental rules |
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Do I need engineering fluid mechanics for dMAT?
No. Learn introductory pressure and buoyancy concepts, then practise applying a passage to scenarios.
Why is hydrostatics important if I am a business student?
The APS India General Academic Module is cross-disciplinary. The official sample includes physics reasoning even though the affected fields include business and commerce applicants.
Will formulas be given?
Some information is given in the sample, but the official material does not promise that every formula will always be supplied.
What is the main hydrostatics trap?
Ignoring the exact model in the passage, especially whether water is treated as incompressible and whether trapped air changes volume.
Source note: This article was reviewed against the official General Academic Module preparatory material, the official dMAT India page, OpenStax fluid statics resources, Khan Academy fluids material, and PhET buoyancy simulations. Think Mile is not affiliated with APS India or g.a.s.t.; all practice content here is original.
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