[√LC] = 1/[ω] = [T]. Therefore the correct dimensional formula is [M0L0T1].
NEET PHYSICS TUTOR DOUBT 41
Class 11 + Class 12 NEET Physics Practice Paper
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Why Strong Physics Preparation Is Now More Important Than Ever
Physics has become a decisive subject for serious NEET aspirants because it tests clarity, speed, accuracy, and calm thinking under pressure. A student who understands concepts deeply can solve new questions even when the language or diagram looks unfamiliar. Strong Physics preparation also improves overall exam discipline because it builds the habit of logical problem solving. Regular practice, formula revision, error correction, and concept-based doubt solving are now essential parts of a high-quality NEET strategy.
Important Message for NEET 2027 and Future Aspirants
Students preparing for NEET 2027 and future medical entrance exams should start building Physics slowly and consistently. Do not wait for the syllabus to feel complete before solving questions. Learn a concept, revise the formula, solve examples, and immediately test yourself with exam-level problems. Every small improvement in Physics adds up over time. If you stay disciplined from the beginning, the subject becomes manageable, scoring, and even enjoyable.
Concepts Grow Like Savings
Just as money slowly accumulates through hard work and discipline, Physics understanding also grows step by step as concepts become clearer. Every solved question, every corrected mistake, and every understood concept adds value to a student's preparation. The main purpose of these questions is to help students build real conceptual clarity, so that Physics does not remain a burden but becomes a subject they can understand, enjoy, and solve with confidence.
Before You Attempt This Paper: Revise the Formula Bank First
Dear Students, creating and researching a good Physics paper requires a lot of effort. Every question is selected with a purpose, so you should not attempt this paper casually. Before starting the paper, make sure that you revise the important formulas properly. At least the major Class 11 and Class 12 Physics formulas should be fresh in your mind.
This is an attempt to provide a useful formula bank before the question paper so that students can quickly revise the important concepts and then attempt the questions with better confidence. Read the formulas, understand where they apply, and then solve the questions honestly.
Physics becomes easier when formulas are connected with concepts. Do not only memorise formulas; try to understand the meaning behind them. This will help you solve NEET, CBSE, JEE, IB, IGCSE, AP Physics and other Physics exam questions with better accuracy.
Class 11 + Class 12 Physics Formula Bank
Units and Dimensions
- v = s/t
- F = ma
- [E] = ML2T-2
- [P] = ML-1T-2
Vectors
- |A + B| = √(A2 + B2 + 2AB cosθ)
- A · B = AB cosθ
- |A x B| = AB sinθ
Kinematics
- v = u + at
- s = ut + 1/2 at2
- v2 = u2 + 2as
- Range = u2 sin2θ/g
Laws of Motion
- F = ma
- fmax = μsN
- fk = μkN
- Impulse = Δp
Work, Energy and Power
- W = F s cosθ
- K = 1/2 mv2
- P = W/t = Fv
- Wcon = -ΔU
Circular Motion
- ac = v2/r = ω2r
- Fc = mv2/r
- v = rω
Centre of Mass
- xcm = Σmixi/Σmi
- Vcm = Σmivi/M
- Fext = Macm
Rotational Motion
- τ = rF sinθ
- L = Iω
- K = 1/2 Iω2
- Irod, centre = ML2/12
Gravitation
- F = GMm/r2
- g = GM/R2
- V = -GM/r
- ve = √(2GM/R)
Mechanical Properties of Solids
- Stress = F/A
- Strain = ΔL/L
- Y = stress/strain
- U = 1/2 FΔL
Mechanical Properties of Fluids
- P = F/A
- P = P0 + ρgh
- A1v1 = A2v2
- P + 1/2ρv2 + ρgh = constant
Thermal Properties of Matter
- Q = mcΔT
- Q = mL
- ΔL = αLΔT
- H = kAΔT/L
Thermodynamics
- ΔQ = ΔU + W
- PV = nRT
- W = nRΔT
- η = 1 - T2/T1
Kinetic Theory of Gases
- PV = 1/3 mNvrms2
- vrms = √(3RT/M)
- Kavg = 3/2 kT
- λ = RT/(√2 πd2NAP)
Oscillations
- x = A sin(ωt + φ)
- T = 2π√(m/k)
- T = 2π√(l/g)
- E = 1/2 kA2
Waves
- v = fλ
- v = √(T/μ)
- I ∝ A2
- Beat frequency = |f1 - f2|
Electrostatics
- F = kq1q2/r2
- E = kq/r2
- V = kq/r
- U = kq1q2/r
Capacitance
- C = Q/V
- C = ε0A/d
- U = 1/2 CV2
- Cseries-1 = Σ1/C
Current Electricity
- I = Q/t
- V = IR
- R = ρL/A
- P = VI = I2R
Moving Charges and Magnetism
- F = qvB sinθ
- F = BIL sinθ
- B = μ0I/(2πr)
- r = mv/(qB)
Magnetism and Matter
- τ = MB sinθ
- U = -MB cosθ
- Baxial = μ02M/(4πr3)
Electromagnetic Induction
- ε = -dφ/dt
- φ = BA cosθ
- L = Nφ/I
- U = 1/2 LI2
Alternating Current
- V = V0 sinωt
- XL = ωL
- XC = 1/ωC
- Z = √(R2 + (XL-XC)2)
Electromagnetic Waves
- c = 1/√(μ0ε0)
- c = fλ
- E0/B0 = c
Ray Optics
- 1/f = 1/v - 1/u
- m = h'/h = v/u
- Lens maker: 1/f = (μ-1)(1/R1 - 1/R2)
Wave Optics
- β = λD/d
- Path difference = d sinθ
- a sinθ = nλ
- I = 4I0 cos2(φ/2)
Dual Nature of Matter
- E = hν
- Kmax = hν - φ
- λ = h/p
- λ = h/√(2mK)
Atoms
- En = -13.6/n2 eV
- rn = n2a0
- hν = Ei - Ef
Nuclei
- N = N0e-λt
- T1/2 = 0.693/λ
- E = Δmc2
- R = R0A1/3
Semiconductor Electronics
- I = I0(eV/ηVT - 1)
- β = IC/IB
- α = IC/IE
- Gain = output/input
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[√LC] = 1/[ω] = [T]. Therefore the correct dimensional formula is [M0L0T1].
v2 = u2 + 2gx. Therefore the v-x graph is parabolic.
The resultant components are F1 and F2 in perpendicular directions. Hence net force = √(F12 + F22).
For the half bar, T - 6 = 1.5[(12 - 6)/3]. This gives T = 9 N.
W = ΔP.E. = mgl(1 - cosθ) = 1 x 10 x 1 x (1 - 1/2) = 5 J.
I = 2 x (ml2/3) + ml2 = (5/3)ml2.
Inside the sphere, V = -GM(3R2 - r2)/(2R3). Outside, V = -GM/r. Hence the correct graph is option 3.
Using Bernoulli's theorem, P + 1/2ρv2 = constant. As vB < vA, PB > PA.
θ = [100 x (R/4) + 0 x (3R/4)]/R = 25°C.
λ = RT/(√2πd2NP). At constant pressure, λ ∝ T, so the graph is a straight line.
Write y2 = 20 sin(20t - π/6 + π/2). Thus φ = π/6 - (-π/6 + π/2) = π/6.
Nodes are stationary points while all points between two consecutive nodes oscillate with same frequency. Hence all the listed statements are correct.
Charge density is more at a point closer to a point charge. Here the charge is at the centre, so all shown points are equally distant and the density is same.
Electric field due to a point charge is E = KQ/r2. Therefore E ∝ 1/r2.
Equipotential surfaces are denser in strong field and rarer in weak field. They never intersect and electric field lines touch them normally. Work between different equipotential surfaces is not zero.
Rex = (600 x 1200)/(600 + 1200) + 300 = 700 Ω. V = (7 x 400)/700 = 4 V.
The force acting on the conductor creates a clockwise turning tendency. So it will turn clockwise.
For the arc, B = μ0Iθ/(4πR) = μ0I(5π)/(4π x 3R) = 5μ0I/(12R).
By Lenz's rule, e = -dφ/dt. The induced current in the loop is clockwise.
B = 2√2μ0I/(πl), A = πr2. Thus φ = 2√2μ0Ir2/l and M = 2√2μ0r2/l.
At t = 0, inductor provides open circuit whereas capacitor provides short circuit. Therefore current through R3 is zero.
According to the official solution, the minimum size of mirror depends on distance of the object and the observer from the mirror.
Shift is in proportion to distance of fringe from the center of screen. Therefore shift of all fringes is not same.
N = N0e-λt. After one mean life, N = N0/e = 0.37N0 = 37%.
α = IC/IE and β = IC/IB. As IE > IB, α < β.
R = R1 + R2 = (900 ± 9) Ω. Therefore (ΔR/R) x 100 = 1%.
Average speed = Distance/Time = (5 + 2 + 4)/10 = 1.1 m s-1.
KE/KEmax height = 4 = 1/cos2θ, so cosθ = 1/2 and θ = 60°. H/R = tanθ/4 = √3/4.
a = [(2m - m)/(3m)]g = g/3. For the block, mg - T = ma, so T = m(g - a) = m(g - g/3) = 2mg/3.
For conservative forces, Wconservative = -ΔU. Hence it is the negative of change in potential energy.
The mass away from the axis is at distance l√3/2. Therefore I = m(l√3/2)2 = (3/4)ml2.
At height h, g' = g(1 - 2h/R), so percentage decrease = 2h/R = 0.2%. At depth h, g' = g(1 - h/R), so percentage decrease = h/R = 0.1%.
Height of liquid column in a capillary tube is h = 2S cosθ/(rρg).
Reason (R): Good absorbers are good emitters.
According to Stefan's law, P = σeAsT4. Power depends on surface, area and temperature. The reason is true, so option 4 is correct.
From the given P-V variation, temperature first increases and then decreases. Hence the correct P-T graph is option 3.
y = qEx2/(2mv2). Since qV = 1/2mv2, y = Ex2/(4V), independent of particle mass and charge ratio here.
V = 18 x [3/(3 + 6)] x [6/(6 + 12)] = 2 V.
VA - VB = (6 x 2 + 3 x 1)/(2 + 1) = 5 V.
B = 2[μ0I/(4πa)(sin45° + sin90°)] = μ0I(√2 + 1)/(2√2πa).
M = ml. For the arc, l = 2πr/6 = πr/3, so r = 3l/π. Hence M' = mr = 3M/π.
For 0 to t, e = -L(dI/dt) = +L dI/dt. For t to 2t, e = 0. For 2t to 3t, e = -L dI/dt. This matches option 4.
By Lenz's rule, current in coil B for observer P is anti-clockwise.
I = 100 W/40 V = 2.5 A. Using V2 = VR2 + VL2, solving gives L = 0.12/π H.
A concave mirror can form a real image directly. Also, a virtual object can form real image in convex mirror and plane mirror. Hence all of these.
ν1 = (E2 - E1)/h and ν2 = (E3 - E2)/h. The second Lyman line is (E3 - E1)/h = ν1 + ν2.
Final Result
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