Units and Dimensions
[MaLbTc], n = log(a/b)log r, % error in xayb/zc = a%dx + b%dy + c%dz. Used in numerical checking, dimensional analysis, and error-based NEET questions.
Dear Students,
This NEET Physics assessment paper is prepared for learners who want an honest check of their Physics preparation. It is not an ordinary practice sheet; it tests concept clarity, calculation discipline, formula selection, and the ability to solve Physics questions under real exam pressure.
The paper has been prepared and solved by an experienced Physics Tutor Mumbai. Its quality is strong because the questions and solutions are arranged in a systematic, conceptual, and exam-focused manner. Students should attempt the paper seriously and understand every question deeply.
If students are searching for Physics Tutor, NEET Physics Tutor, or Physics Tutor Mumbai and are unable to solve these questions properly, they should contact Kumar Sir for 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 official solution.
Important Formula Revision for NEET Physics: Class 11 and Class 12
Compact formulas for quick revision before attempting the test.
Vectors
A.B = AB cosθ, |A x B| = AB sinθ, R = √(A2 + B2 + 2AB cosθ), A = Axi + Ayj + Azk. Used in mechanics, fields, torque, and angular momentum.
Kinematics
v = u + at, s = ut + (1/2)at2, v2 = u2 + 2as, R = u2sin2θ/g, H = u2sin2θ/2g. Used in graph, projectile, and relative-motion problems.
Laws of Motion
F = ma, f = μN, T - mg = ma, N = mg cosθ, vsafe = √(μrg). Used in wedge, pulley, friction, and contact-force questions.
Work, Energy and Power
W = Fs cosθ, K = (1/2)mv2, U = mgh, P = dW/dt = Fv, Wnet = ΔK. Used in conservation and collision-linked SHM questions.
Circular Motion
ac = v2/r = ω2r, Fc = mv2/r, T = 2π/ω, vtop loop = √gr. Used in vertical circle, banking, and revolution-rate problems.
Centre of Mass
Rcm = Σmiri/Σmi, Vcm = P/M, m1u1 + m2u2 = m1v1 + m2v2. Used in collision and system-of-particles questions.
Rotational Motion
τ = Iα, L = Iω, K = (1/2)Iω2, I = Icm + Md2, v = rω. Used in torque, rolling, ring, disc, and angular momentum questions.
Gravitation
F = GMm/r2, g = GM/R2, U = -GMm/r, vo = √(GM/r), ve = √(2GM/R). Used in satellite and orbital-motion applications.
Mechanical Properties of Solids
Y = stress/strain, B = -ΔP/(ΔV/V), U = (1/2)Y(strain)2V, stress = F/A. Used in elasticity, thermal rise, and modulus questions.
Mechanical Properties of Fluids
P = P0 + ρgh, A1v1 = A2v2, P + (1/2)ρv2 + ρgh = constant, Q = πpr4/8ηl. Used in flow-rate, Bernoulli, and capillary questions.
Thermal Properties of Matter
Q = msΔT, ΔL = αLΔT, H = kAΔT/l, P = σeAT4. Used in calorimetry, waterfall-heating, conduction, and radiation numericals.
Thermodynamics
ΔU = Q - W, W = PΔV, PVγ = constant, η = 1 - T2/T1, Cp - Cv = R. Used in process graphs and heat-engine problems.
Kinetic Theory
PV = nRT, vrms = √(3RT/M), Kavg = (3/2)kT, P = (1/3)ρvrms2. Used in gas-speed, pressure, and temperature applications.
Oscillations
x = A sin(ωt + φ), a = -ω2x, Tspring = 2π√(m/k), Tpendulum = 2π√(l/g), E = (1/2)kA2. Used in SHM timing and amplitude questions.
Waves
v = fλ, vstring = √(T/μ), I ∝ A2ω2, fclosed = nv/4L, βbeat = |f1 - f2|. Used in sound, organ pipe, and wave-intensity questions.
Electrostatics
F = kq1q2/r2, E = F/q, V = kq/r, Φ = q/ε0, U = kq1q2/r. Used in field, potential, flux, and force numericals.
Capacitance
C = Q/V, C = ε0A/d, U = (1/2)CV2 = Q2/2C, Cs-1 = Σ1/C, Cp = ΣC. Used in dielectric and charge-sharing questions.
Current Electricity
I = neAvd, V = IR, R = ρl/A, P = VI = I2R, V/l = potential gradient. Used in drift velocity, circuits, meter bridge, and potentiometer questions.
Moving Charges and Magnetism
F = qvB sinθ, r = mv/qB, F = BIl sinθ, τ = MB sinθ, B = μ0I/2πr. Used in charged-particle, wire-force, and magnetic moment problems.
Magnetism and Matter
M = m(2l), Baxial = μ02M/4πr3, Bequatorial = μ0M/4πr3, τ = MB sinθ. Used in dipole, earth magnetism, and material-property questions.
Electromagnetic Induction
ε = -dΦ/dt, ε = Blv, L = NΦ/I, U = (1/2)LI2, ε = -L dI/dt. Used in rotating rod, motional emf, and induction numericals.
Alternating Current
Vrms = V0/√2, Z = √(R2 + (XL - XC)2), XL = ωL, XC = 1/ωC, P = VrmsIrmscosφ. Used in resonance and power-factor problems.
Electromagnetic Waves
c = 1/√(μ0ε0), E0/B0 = c, I = (1/2)cε0E02, pressure = I/c or 2I/c. Used in radiation pressure and mirror-force questions.
Ray Optics
1/f = 1/v - 1/u, m = v/u, μ = sin i/sin r, δ = (μ - 1)A, sin C = 1/μ. Used in lens, prism, TIR, and deviation questions.
Wave Optics
β = λD/d, I = I1 + I2 + 2√(I1I2)cosφ, a sinθ = nλ, I = 4I0cos2(φ/2). Used in interference and diffraction questions.
Dual Nature of Matter
E = hν = hc/λ, p = h/λ, Kmax = hν - φ, λ = h/p = h/√(2mK). Used in photon rate, photoelectric, and de Broglie questions.
Atoms
rn = n2a0/Z, En = -13.6Z2/n2 eV, vn ∝ 1/n, Tn ∝ n3. Used in Bohr orbit ratio questions.
Nuclei
N = N0e-λt, T1/2 = 0.693/λ, A = λN, E = Δmc2. Used in half-life, activity, and binding-energy numericals.
Semiconductor Electronics
I = I0(eV/ηVT - 1), Vout = VZ for a Zener regulator, β = IC/IB, NOT, AND, OR truth tables. Used in diode, Zener, logic, and transistor applications.
Question Index
+4 correct, -1 wrong, 0 unattemptedPhysics Questions Q1 to Q45
Select an option, submit, then review the official answer and solution.