Can i get maharashtra hsc exam repeated questions or the question which are confirmed to come or topic of physics, chemistry and maths??
No one can give you "confirmed" questions (anyone claiming to have the actual paper is likely a scammer). However, the Maharashtra Board ( MSBSHSE ) is very predictable. They rely heavily on specific high-weightage topics and the Maharashtra State Board Textbook .
1. Physics (Focus on Derivations & Diagrams)
The HSC Physics paper usually follows a pattern where 50-60% of the marks come from standard derivations and definitions.
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Rotational Dynamics: Expression for torque in terms of moment of inertia; Angle of banking (very common).
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Oscillations: Differential equation of Linear S.H.M.; Composition of two S.H.M.s.
Thermodynamics: PV diagrams; Carnot engine cycle.
Electrostatics: Gauss's Law applications; Capacitance of a parallel plate capacitor (with and without dielectric).
Optics: Brewster’s Law; Young’s Double Slit Experiment (Numerical + Derivation).
Modern Physics: Photoelectric effect (Einstein’s equation); Binding energy per nucleon.
2. Chemistry (The Textbook is King)
Chemistry is often a mix of direct theory and reactions.
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Solid State: Relation between edge length and unit cell radius (SCC, BCC, FCC); Schottky and Frenkel defects.
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Chemical Thermodynamics
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Transition & Inner Transition: Lanthanoid contraction; Colour and magnetic properties of 3d series.
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Organic Chemistry: Named Reactions are confirmed to appear (Reimer-Tiemann, Kolbe’s, Aldol Condensation, Cannizzaro).
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Biomolecules: Structure of Glucose (Haworth projections); Denaturation of proteins.
3. Mathematics (The 80/20 Rule)
In Maths, the Miscellaneous Exercises in your textbook are the source of most "difficult" questions.
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Logic & Matrices: Truth tables; Inverse of a matrix using Adjoint or Elementary Transformation.
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Trigonometric Functions: Principal and General Solutions; Sine Rule and Cosine Rule proofs.
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Vectors & Line/Plane: Shortest distance between two lines; Angle between two planes.
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Calculus (High Weightage):
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Integration by Parts ($\int u v dx$).
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Definite Integration Properties
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Probability: Bernoulli Trials and Binomial Distribution

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