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HSC Science (Computer Science) १२ वीं कक्षा - Maharashtra State Board Question Bank Solutions

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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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What are the limitations of the first law of thermodynamics?

[4] Thermodynamics
Chapter: [4] Thermodynamics
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The molar specific heat of an ideal gas at constant pressure and constant volume is 'Cp' and 'Cv' respectively. If 'R' is the universal gas constant and the ratio 'Cp' to 'Cv' is 'γ' then CV = ______.

[3] Kinetic Theory of Gases and Radiation
Chapter: [3] Kinetic Theory of Gases and Radiation
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Give any two types of a thermodynamic process.

[4] Thermodynamics
Chapter: [4] Thermodynamics
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