Previous-year questions (PYQs) help students understand chapter-wise weightage, frequently tested concepts, and changing question patterns in NEET Physics. A question may not repeat in the same form, but the underlying concept can appear again with different data or conditions. Reviewing the last 10–15 years of PYQs can help students identify important topics and plan their revision effectively.
During the final revision period, focus on self-study, formula revision, timed practice, and careful unit conversion. Understanding concepts and practising standard problem-solving methods are more reliable than memorising shortcuts alone. Use shortcuts only after understanding the fundamental approach to solve questions accurately and efficiently.
Units and Measurements covers important NEET Physics concepts such as measurement errors, measuring instruments, and dimensional analysis. Understanding these concepts helps students solve numerical questions accurately and avoid common calculation mistakes.
For repeated readings, follow this order:
Find the mean value.
Calculate the error in each reading.
Take errors as positive magnitudes.
Find the mean error.
Divide mean error by mean value.
Multiply by 100.
For the readings 1.25, 1.21, 1.24, 1.27, 1.21, and 1.28:
Mean value = 1.25
Mean error = 0.02
Percentage error = (0.02 / 1.25) x 100 = 1.6%
Vernier Callipers, Screw Gauge, and Applications of Dimensions are high-yield areas.
For a screw gauge:
Observed reading = Main-scale reading + Circular-scale contribution
True reading = Observed reading − Zero error
For a negative zero error, subtracting the zero error increases the true reading. Always check the sign of zero error before selecting an option.
In dimensional-analysis questions:
Write the dimensions of every quantity.
Compare one fundamental dimension at a time.
Start with the dimension that gives the simplest equation.
Use option elimination when it saves time.
(*Memory Tip: Dimensional comparison and option elimination are often faster than expanding every term.)
Important question types include graphs, equations of motion, and differentiation-based problems.
For a position-time graph:
Positive acceleration produces a curve with increasing slope.
Negative acceleration produces a curve with decreasing slope.
For a bullet entering a block, use:
v² − u² = 2as
If velocity decreases from u to u/n over distance x and the remaining distance before stopping is y:
x = (n² − 1)y
The standard equation of motion should be understood before using this shortcut.
Motion in a Plane includes two-dimensional motion concepts that are important for NEET Physics preparation. Questions from this topic may involve projectile motion, circular motion, and the analysis of horizontal and vertical components of velocity.
Projectile motion is one of the most important topics in Motion in a Plane.
If a particle moves in a circle of radius r and completes one revolution in time t:
Speed = 2πr / t
For projectile maximum height:
H = u² sin²θ / 2g
Always distinguish the radius of circular motion from the range of the projectile.
For a ball released from an accelerating car, the ball retains the horizontal velocity of the car at release. Its vertical motion starts from zero under gravity. The time used in vertical equations is the time elapsed after release, not the total time from the beginning of the car’s motion.
For blocks on an inclined plane, first calculate the acceleration of the complete system. Then isolate the required block and draw its free-body diagram to find internal forces such as normal reaction.
At the angle of repose:
The block is just about to move.
Acceleration is zero.
Net force is zero.
The work-energy theorem is especially useful for braking problems:
Work done by braking force = Initial kinetic energy
Therefore:
F x s = Initial kinetic energy
For two cars:
F1 / F2 = (K1 / s1) / (K2 / s2)
In power-generation problems, gravitational input power is:
P = mass flow rate x g x height
Subtract frictional losses from input power to obtain useful output power.
Important rotational topics are Moment Of Inertia, torque equilibrium, and conservation of angular momentum.
For torque balance:
Measure every distance from the pivot.
Use perpendicular distances.
Equate anticlockwise and clockwise torques.
For a rotating body with no external torque:
I x angular velocity = constant
If moment of inertia increases, angular velocity decreases. Rotational kinetic energy also decreases because:
Rotational kinetic energy = 1/2 x I x angular velocity²
For gravitation, remember:
g decreases with depth.
Escape velocity depends on mass and radius.
For planets with the same density, escape velocity is proportional to radius.
Satellite total energy is negative.
The depth relation is:
g at depth d = g(1 − d/R)
For a particle raised to height h:
Work = mgh / (1 + h/R)
At h = R:
Work = mgR / 2
Thermal Properties and Fluid Mechanics covers heat transfer, thermal expansion, pressure in liquids, and the motion of fluids. Understanding the key formulas and their applications can help you solve related NEET Physics numerical questions accurately.
For thermal expansion:
Increase in length = L x alpha x increase in temperature
If the increase in length is independent of temperature:
L x alpha = constant
For thermal conduction:
Heat flow = Temperature difference / Thermal resistance
Thermal resistance = L / (K x A)
In series, heat flow is the same through every rod, and thermal resistance is inversely proportional to thermal conductivity.
For pressure balance in connected liquids, equate pressures at the same boundary point. For a soap bubble:
Excess pressure = 4S / R
For viscous drag on a sphere:
F = 6π eta r v
Convert all lengths into metres before substitution.
Thermodynamics and Kinetic Theory covers gas laws, heat transfer, thermodynamic processes, and the relationship between molecular motion and temperature. Revising the key formulas and understanding the conditions in which they apply can help you solve NEET Physics numerical questions more accurately.
For an isobaric process:
Work = nR x change in temperature
Heat supplied = nCp x change in temperature
For a monoatomic gas:
Cp = 5R/2
Therefore:
Work / Heat = 2/5
For gas density:
Density = Molecular mass x Pressure / (Boltzmann constant x Temperature)
Use absolute pressure in the ideal gas equation. Gauge pressure must be increased by atmospheric pressure before substitution.
Molecular speed varies as the square root of absolute temperature:
Speed is proportional to square root of temperature
Mean free path varies inversely with the square of molecular diameter. Relaxation time is:
Relaxation time = Mean free path / Average speed
Collision frequency is the reciprocal of relaxation time.
Electrostatics and Current Electricity covers electric dipoles, electric fields, circuit resistance, and the flow of current. Understanding the basic principles and applying the correct rules for different circuit conditions can help you solve NEET Physics numerical and conceptual questions accurately.
For electric dipole questions, distinguish uniform and non-uniform fields:
Uniform field: net force on a dipole is zero.
Non-uniform field: unequal forces can produce translation.
Use the short-dipole potential formula only when the distance is much greater than the dipole size.
For current electricity:
Opposing battery emfs are subtracted.
Total resistance is used in Ohm’s law.
A balanced Wheatstone bridge has no current through its middle branch.
In Kirchhoff’s law, mark battery and resistor polarities before writing potential changes.
For ideal diodes:
Forward bias means wire.
Reverse bias means open circuit.
Magnetism and Electromagnetic Induction covers magnetic fields produced by electric currents and the motion of charged particles in magnetic fields. Understanding the relevant formulas and using the correct rules for field direction can help you solve NEET Physics numerical questions accurately.
For magnetic field due to a semicircular arc:
B = μ0 I / 4R
For a semi-infinite wire:
B = μ0 I / 4πR
Use the right-hand thumb rule to determine field direction.
For a charged particle moving perpendicular to a magnetic field:
r = mv / qB
At fixed radius and magnetic field:
Kinetic energy is proportional to q²/m
For a velocity selector:
Electric force = Magnetic force
qE = qvB
Therefore:
v = E/B
Faraday’s law is:
Induced emf = − change in magnetic flux / time
For a rotating coil:
Maximum emf = N x B x A x angular velocity
For motional emf:
Translational motion: emf = Bvl
Rotational motion: emf = 1/2 B angular velocity l²
At resonance in a series LCR circuit:
XL = XC
Impedance = Resistance
Phase angle = 0
Power factor = 1
Optics and Modern Physics covers light interference, diffraction, and the interaction of light with matter. Revising the key formulas and understanding the conditions in which they apply can help you solve NEET Physics numerical questions more accurately.
For Young’s double-slit experiment, fringe width in a medium is:
New fringe width = Fringe width in air / Refractive index
For coinciding bright fringes:
n1 x wavelength1 = n2 x wavelength2
For single-slit diffraction, central maximum width is:
Width = 2D x wavelength / slit width
In the photoelectric effect:
Photon energy = Work function + Maximum kinetic energy
The work function remains constant when frequency changes.
For an electron accelerated through potential V:
de Broglie wavelength in angstrom = 12.27 / square root of V
For nuclear reactions:
Energy released = Binding energy of products − Binding energy of reactants
Reviewing the last 10–15 years of NEET Physics previous-year questions (PYQs) can help students recognise recurring concepts and understand different question patterns. Use this analysis to plan revision and identify areas that need more practice.
Focus on the following points while reviewing PYQs:
Frequently tested topics: Identify chapters and concepts that appear repeatedly in previous-year questions.
Topics with fewer recent questions: Review these areas without assuming they will be excluded from the exam.
Important concepts not tested lately: Revise fundamental concepts even if they have not appeared in recent papers.
Common calculation and graph patterns: Practise numerical problems, graph-based questions, and different applications of the same formula.
A question may not repeat in exactly the same form, but its underlying concept can appear with different values or conditions. Therefore, focus on understanding the solution method instead of memorising answers. Use chapter-wise PYQ analysis to guide your revision, practise questions independently under timed conditions, and strengthen weaker concepts before the exam.
Students can lose marks in NEET Physics due to calculation errors, incorrect formula selection, and misunderstandings of basic concepts. While practising previous-year questions, keep the following points in mind:
Errors in calculations: Check calculations carefully, especially when working with decimals, powers, and square roots.
Incorrect unit conversion: Convert quantities into standard SI units before substituting values into formulas.
Memorising formulas without understanding: Understand the conditions under which a formula applies before using it to solve a question.
Misinterpreting graphs: Identify the physical quantities represented on each axis and understand the relationship between them.
Confusing similar concepts: Distinguish between related quantities, such as distance and displacement, speed and velocity, and mass and weight.
Ignoring signs and directions: Apply the correct sign convention when solving questions involving velocity, acceleration, force, and induced emf.
Using shortcuts without understanding the method: Learn the standard approach first and use shortcuts only when their conditions are satisfied.
Making assumptions without checking conditions: Read each question carefully and verify the given conditions before selecting a formula or final answer.
Practising the last 10–15 years of NEET Physics PYQs can help you identify important concepts and improve problem-solving skills. Focus on conceptual clarity, formula revision, and timed practice to strengthen your preparation for NEET 2027.
