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HSC Science (Electronics) इयत्ता १२ वी - Maharashtra State Board Question Bank Solutions

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An ideal gas of volume 2 L is adiabatically compressed to (1/10)th of its initial volume. Its initial pressure is 1.01 x 105 Pa, calculate the final pressure. (Given 𝛾 = 1.4) 

[4] Thermodynamics
Chapter: [4] Thermodynamics
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Write a note on thermodynamic equilibrium.

[9] Kinetic Theory of Gases and Radiation
Chapter: [9] Kinetic Theory of Gases and Radiation
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Explain graphically (i) positive work with varying pressure, (ii) negative work with varying pressure, and (iii) positive work at constant pressure. 

[4] Thermodynamics
Chapter: [4] Thermodynamics
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Write a note on free expansion.

[4] Thermodynamics
Chapter: [4] Thermodynamics
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Explain work done during a thermodynamic process.

[4] Thermodynamics
Chapter: [4] Thermodynamics
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Explain the thermodynamics of the isobaric process.  

[4] Thermodynamics
Chapter: [4] Thermodynamics
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Explain the thermodynamics of the isochoric process.  

[4] Thermodynamics
Chapter: [4] Thermodynamics
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Explain thermodynamics of the adiabatic process.  

[4] Thermodynamics
Chapter: [4] Thermodynamics
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The equation of a simple harmonic progressive wave is given by, y = 5cosπ`[200t - x/150]`, where x and y are in cm and ‘t’ is in second. Then the velocity of the wave is ______.

[6] Superposition of Waves
Chapter: [6] Superposition of Waves
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The integral multiple of fundamental frequencies are ______ 

[6] Superposition of Waves
Chapter: [6] Superposition of Waves
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What are beats?

[7] Wave Motion
Chapter: [7] Wave Motion
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What are harmonics? 

[6] Superposition of Waves
Chapter: [6] Superposition of Waves
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What are overtones?

[6] Superposition of Waves
Chapter: [6] Superposition of Waves
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A violin string vibrates with the fundamental frequency of 510 Hz. What is the frequency of the first overtone? 

[6] Superposition of Waves
Chapter: [6] Superposition of Waves
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Distinguish between an overtone and harmonic. 

[6] Superposition of Waves
Chapter: [6] Superposition of Waves
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State any four applications of beats.

[7] Wave Motion
Chapter: [7] Wave Motion
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The equation of simple harmonic progressive wave is, y = sin π/2 (4t/0.025 – x/0.25). Where all quantities are in the S.I. system. Find the amplitude, frequency, wavelength, and velocity of the wave.

[6] Superposition of Waves
Chapter: [6] Superposition of Waves
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Explain the production of beats and deduce analytically the expression for beats frequency.

[7] Wave Motion
Chapter: [7] Wave Motion
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Define the work function of the metal. 

[14] Dual Nature of Radiation and Matter
Chapter: [14] Dual Nature of Radiation and Matter
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Explain the term ‘wave-particle duality' of matter.  

[14] Dual Nature of Radiation and Matter
Chapter: [14] Dual Nature of Radiation and Matter
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