NEET QUESTIONS FULL PAPER FOR ASSESSMENT - Physics Section Q1 to Q45
Dear Students,
This NEET Physics assessment paper is prepared for students who sincerely want to test and strengthen their Physics preparation. It is not an ordinary practice sheet. It checks concept clarity, calculation accuracy, formula selection, and the ability to solve Physics questions under real exam pressure.
This paper has been prepared and solved by an experienced Physics Tutor Pune. The quality of this paper is excellent because the questions are selected and solved in a systematic, conceptual, and exam-focused manner. Attempt it with patience, discipline, and full concentration.
If you are searching for Physics Tutor, NEET Physics Tutor, or Physics Tutor Pune and you are unable to solve these questions properly, contact Kumar Sir for personalised one-to-one online Physics classes.
This paper should be attempted only after revising the important Class 11 and Class 12 Physics formulas. First revise the formula bank, then solve the complete question paper under timed conditions. Do not open the solution immediately. First think, calculate, choose your answer, and then compare it with the solution. Every mistake should be treated as a learning point.
[Q] = MaLbTc: dimensional formula of any physical quantity.
Percentage error = (absolute error / measured value) x 100: used in numerical error analysis.
For products or powers, fractional errors add: useful in NEET dimensional and measurement questions.
|A + B| = sqrt(A2 + B2 + 2AB cos theta): resultant of two vectors.
A . B = AB cos theta and |A x B| = AB sin theta: used in work, torque, magnetic force and flux.
Unit vector = vector / magnitude: important for force and field direction questions.
v = u + at, s = ut + 1/2 at2, v2 - u2 = 2as: core equations for uniformly accelerated motion.
Range = u2 sin 2theta / g, H = u2 sin2theta / 2g: used in projectile problems.
Relative velocity = velocity of object - velocity of observer: used in river, rain and collision applications.
F = ma, Impulse = F dt = Delta p: basis of dynamics and collision questions.
fs <= musN, fk = mukN: used in friction and connected body problems.
Tension differs when strings pass over accelerating systems: use free body diagrams carefully.
W = F s cos theta, K = 1/2 mv2, P = W/t = Fv: used in work-energy numericals.
Wnet = Delta K: shortcut for variable force and motion problems.
U = mgh, U = 1/2 kx2: gravitational and spring energy.
ac = v2/r = omega2r, Fc = mv2/r: used in banking, loops and turns.
v = omega r, T = 2pi/omega: connects angular and linear motion.
tan theta = v2/rg: banking without friction.
Rcm = sum(miri) / sum mi: position of centre of mass.
M Vcm = total momentum: used when external force is zero.
Coefficient of restitution e = relative speed after / relative speed before: used in collision questions.
tau = I alpha, L = I omega, Krot = 1/2 I omega2: rotational analogues of linear motion.
I = Icm + Md2: parallel-axis theorem.
v = R omega: pure rolling condition, used in rolling energy problems.
F = GMm/r2, g = GM/R2: universal gravitation and surface gravity.
U = -GMm/r, vesc = sqrt(2GM/R): used in energy and satellite questions.
vorb = sqrt(GM/r), T2 proportional to r3: orbital motion.
Stress = F/A, Strain = Delta L/L, Y = stress/strain: elasticity numericals.
Delta L = FL/AY: used for wires and rods under load.
Elastic energy density = 1/2 x stress x strain: conceptual energy applications.
P = P0 + rho gh, FB = rho Vg: pressure and buoyancy.
A v = constant, P + 1/2 rho v2 + rho gh = constant: continuity and Bernoulli.
vterminal = 2r2(rho - sigma)g / 9eta: used in viscosity questions.
Q = mc Delta T, Q = mL: calorimetry and phase change.
Delta L = alpha L Delta T, Delta A = 2alpha A Delta T, Delta V = 3alpha V Delta T: expansion.
H = kA Delta T/L, P = sigma e A T4, lambdamT = b: conduction and radiation.
Delta Q = Delta U + W: first law, used in every process problem.
Wisothermal = nRT ln(V2/V1), PVgamma = constant: gas processes.
Efficiency = 1 - T2/T1: Carnot engine.
PV = nRT = NkT: ideal gas equation.
vrms = sqrt(3RT/M), K per molecule = 3/2 kT: molecular speed and energy.
Cp - Cv = R, gamma = Cp/Cv: used in thermodynamics links.
x = A sin(omega t + phi), a = -omega2x: SHM identification.
T = 2pi sqrt(m/k), T = 2pi sqrt(l/g): spring and simple pendulum.
E = 1/2 kA2: energy in SHM.
v = f lambda: basic wave relation.
v = sqrt(T/mu): transverse waves on a string.
f' = f(v +/- vo)/(v -/+ vs): Doppler effect, used in sound numericals.
F = kq1q2/r2, E = F/q: force and field.
E due to point charge = kq/r2, V = kq/r: field-potential relation.
Phi = EA cos theta, Phi = qin/epsilon0: Gauss law applications.
C = Q/V, C = epsilon0A/d: capacitor basics.
U = 1/2 CV2 = Q2/2C: energy storage.
Cseries-1 = sum 1/C, Cparallel = sum C: combinations and charge sharing.
I = nqAvd, V = IR: drift and Ohm law.
R = rho L/A, P = VI = I2R = V2/R: resistance and power.
Wheatstone balance: P/Q = R/S: bridge circuits.
F = q(v x B), F = BIL sin theta: magnetic force.
r = mv/qB, T = 2pi m/qB: charged particle circular motion.
B = mu0I/2pi r, Bsolenoid = mu0nI: magnetic field formulas.
tau = MB sin theta, U = -MB cos theta: dipole in magnetic field.
B = mu0(H + M), chi = M/H: magnetic materials.
Dia, para and ferro behaviour: used in conceptual NEET applications.
epsilon = -dPhi/dt: Faraday-Lenz law.
epsilon = Blv: rod or loop moving in magnetic field.
U = 1/2 LI2, epsilonL = -L dI/dt: inductors and transient questions.
XL = omega L, XC = 1/omega C, Z = sqrt(R2 + (XL - XC)2): LCR circuits.
Irms = I0/sqrt2, Vrms = V0/sqrt2: AC values.
At resonance, omega = 1/sqrt(LC), Q = XL/R: resonance questions.
c = 1/sqrt(mu0epsilon0), E/B = c: wave speed relation.
I = epsilon0Erms2c = epsilon0ErmsBrmsc2: intensity.
EM waves carry energy and momentum: conceptual applications.
1/f = 1/v - 1/u, m = v/u: mirror and lens formula using sign convention.
n1 sin i = n2 sin r: Snell law.
mu = sin((A + deltam)/2)/sin(A/2): prism minimum deviation.
beta = lambda D/d: YDSE fringe width.
Path difference = d sin theta, phase difference = 2pi Delta x/lambda: interference.
Single slit minima: a sin theta = n lambda: diffraction applications.
hnu = phi + Kmax, eV0 = Kmax: photoelectric equation.
lambda = h/p = h/sqrt(2meV): de Broglie wavelength for electrons.
Stopping potential graph slope = h/e: graph-based questions.
rn = n2r1, En = -13.6/n2 eV: Bohr model.
1/lambda = R(1/n12 - 1/n22): spectral series.
Ionisation energy of hydrogen = 13.6 eV: collision and excitation questions.
N = N0e-lambda t, T1/2 = 0.693/lambda: radioactive decay.
Activity A = lambda N: activity numericals.
Binding energy = Delta m c2: nuclear stability and energy release.
I = Is(eV/eta VT - 1): diode behaviour conceptually.
Forward Si diode needs about 0.7 V: circuit current questions.
beta = Delta IC/Delta IB, logic gates use Boolean algebra: transistor and gate applications.
This question sheet is created for serious NEET aspirants who want focused and exam-oriented Physics practice. The questions are inspired by NCERT concepts, standard Physics books, Resonance-style problem practice, and the question-solving methods followed by leading institutes such as Allen, Aakash, Kota-based institutes, and Delhi-based coaching systems. The aim is not only to test memory, but to check whether the student can apply concepts correctly in a real exam situation.
If a student solves this paper sincerely, reviews every mistake, and revises the related concept again, Physics will slowly become more logical, more scoring, and less frightening.
NEET Physics is becoming more conceptual and competitive. Students must build conceptual clarity, calculation accuracy, speed, and the ability to solve unfamiliar problems. Memorising formulas is not enough; students must understand when, where, and how to apply each formula. Strong Physics preparation helps students avoid panic in the exam hall and convert difficult-looking questions into step-by-step scoring opportunities.
Future NEET aspirants must prepare seriously for online-style or changing exam patterns where question variation and concept application may become more important. Practise papers under timed conditions, revise formulas repeatedly, analyse every mistake, and strengthen weak chapters one by one. The students who learn to think through new Physics situations will have a stronger advantage in future exams.
Kumar Sir provides personalised one-to-one online Physics classes. He clears each and every concept, explains difficult topics in simple language, and helps students prepare for NEET, CBSE, JEE, IB, IGCSE, AP Physics and other exams. His teaching style focuses on conceptual clarity, numerical practice, doubt-solving, and exam-oriented preparation. If you are struggling in Physics or aiming for high marks in NEET Physics, Kumar Sir can guide you step by step with patient explanation, regular practice, and focused correction of mistakes.
Physics is one of the most rank-deciding subjects in NEET. If your concepts are clear, Physics can strongly improve your score. If you are searching for a Physics Tutor, Physics Tutor Pune, or Physics Tutor for NEET and still facing difficulty in concepts, doubt-solving, numericals, or formula application, contact Kumar Sir for personalised one-to-one online Physics classes.
Kumar Sir explains Physics topics in a very clear, step-by-step, and exam-oriented way.
