An Overview of Ncert Books Class 11 Physics Chapter 10 Free Download
FAQs on Ncert Books Class 11 Physics Chapter 10 Free Download
1. Which topics from Mechanical Properties of Fluids are most important for the Class 11 Physics exam in 2025-26?
For the Class 11 exams, you should focus on these key areas as they frequently carry high marks:
- Bernoulli's principle and its applications (e.g., aeroplane wings, venturi-meter).
- Surface tension, including surface energy, angle of contact, and capillary rise.
- Viscosity, including Stokes' Law and terminal velocity.
- Pascal's Law and its application in hydraulic systems.
- Archimedes' Principle and questions on buoyancy.
Questions from these topics often appear as both short-answer (3-mark) and long-answer (5-mark) types.
2. What types of numericals should I practice most from this chapter for my exams?
To score well, it's crucial to practice numericals based on:
- The equation of continuity (A1v1 = A2v2) combined with Bernoulli's equation.
- Calculating the terminal velocity of objects falling through a viscous fluid using Stokes' Law.
- Problems involving capillary rise or fall to find surface tension or the radius of the tube.
- Applications of Pascal's Law in hydraulic lifts, to calculate forces and pressures.
3. How can I ensure I get full marks for a 5-mark question on Bernoulli's principle?
To secure full marks on a long-answer question about Bernoulli's principle, follow these steps:
- Start by clearly stating Bernoulli's principle and its formula.
- Always mention the key assumptions, such as the fluid being incompressible, non-viscous, and in streamline flow.
- Draw a neat, labelled diagram to support your explanation or derivation.
- Show all calculation steps clearly, ensuring unit consistency (e.g., converting all units to the SI system).
- End with a concluding statement that directly answers the question asked.
4. Why are derivations like the formula for terminal velocity considered important exam questions?
Derivations are important because they test your fundamental understanding, not just your memory. Deriving the formula for terminal velocity, for instance, shows the examiner you can:
- Apply Stokes' Law correctly.
- Understand the concept of buoyancy (upthrust).
- Set up and solve an equation based on the equilibrium of forces (gravitational force, buoyant force, and viscous drag).
This demonstrates a deeper grasp of fluid dynamics principles.
5. What are some common mistakes students make in questions about pressure and Archimedes' principle?
Students often lose marks due to simple mistakes. Be careful to avoid these:
- Confusing absolute pressure with gauge pressure. Always read the question carefully to see which one is required.
- Making errors in the free-body diagram for buoyancy problems, especially with the direction of forces.
- Forgetting to use the density of the displaced fluid, not the object, when calculating the buoyant force.
- Unit conversion errors, especially between pascals (Pa), atmospheres (atm), and mm of Hg.
6. How are HOTS (Higher-Order Thinking Skills) questions framed from topics like surface tension?
HOTS questions on surface tension move beyond direct formula application. You might be asked:
- To explain why a liquid drop is spherical (related to minimising surface area and energy).
- To compare the shapes of menisci for different liquid-solid pairs (e.g., water-glass vs. mercury-glass) and relate it to the angle of contact.
- To solve a problem where an insect is supported on the water's surface, requiring you to resolve the forces due to surface tension.
These questions test your ability to apply the concept in unfamiliar situations.
7. For short-answer questions, is it better to focus on definitions or numericals?
For 2 or 3-mark questions, you should prepare for both. Examiners often test conceptual clarity with questions like:
- Define streamline flow and turbulent flow.
- What is the angle of contact? When is it acute or obtuse?
- Explain why small liquid drops are spherical.
Equally common are short, formula-based numericals on pressure (P = hρg) or Pascal's law, so a balanced preparation is key.

















