This download link is referred from the post: SGBAU BSc Last 10 Years 2010-2020 Question Papers || Sant Gadge Baba Amravati university
B.Sc. (Part-I) Semester—1 Examination
1S : PHYSICS
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(Mechanics, Properties of Matter Waves and Oscillation)
Time : Three Hours] [Maximum Marks : 80
Note :— (1) All questions are compulsory.
(2) Draw neat diagrams wherever necessary.
- (a) Fill in the blanks :
- The acceleration due to gravity at the poles is ___________.
- The fundamental frequency is also called as ___________.
- Coefficient of viscosity __________ with increase in temperature.
- Young's modulus of elasticity is related with change in ___________.
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- (b) Choose correct answer :
- The angle of contact of water with glass is
- (a) 90°
- (b) 0°
- (c) Less than 90°
- (d) Greater than 90°
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- Kepler's second law of planetary motion is about
- (a) Elliptical orbit
- (b) Period
- (c) Areal velocity
- (d) Volume
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- The moment of linear momentum is ___________.
- (a) Couple
- (b) Torque
- (c) Impulse
- (d) Angular momentum
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- In compound pendulum, centre of suspension and centre of oscillation are
- (a) Interchangeable
- (b) Not Interchangeable
- (c) At equal distance from C.G
- (d) None of the above
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- The angle of contact of water with glass is
- (c) Answer in one sentence :
- What is cantilever ?
- Define streamline flow.
- Define cohesive force.
- Define moment of inertia.
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EITHER
- (a) Define acceleration due to gravity. Explain variation of 'g' with :
- (i) Height
- (ii) Depth
- (b) State and prove Gauss's Theorem.
- (c) Define :
- (i) Gravitational field
- (ii) Gravitational potential
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OR
- (p) Derive an expression for gravitational potential due to spherical shell at a point outside the shell.
- (q) State and prove Kepler's Third law of planetary motion.
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EITHER
- (a) State and prove theorem of parallel axes, for moment of Inertia.
- (b) A uniform rod of length 'L' and mass 'm' rotates about an axis passing through one of its ends. Calculate moment of inertia about this axis.
- (c) If a disc has mass 5kg and radius 0.5m, calculate M.I. of a disc about a tangent perpendicular to its plane.
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OR
- (p) State and prove law of conservation of angular momentum.
- (q) Derive an expression for M.I. of circular disc about an axis passing through its center and perpendicular to its plane.
- (r) Calculate M.I. of a disc of mass 1 kg and radius 10cm about an axis passing through its center and perpendicular to its plane.
EITHER
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- (a) What is compound pendulum ? Obtain an expression for the periodic time of compound pendulum.
- (b) Define linear S.H.M. and obtain differential equation of S.H.M.
- (c) A mass of 50 gm is attached to a spring having spring constant 0.2. Determine time period of oscillation.
OR
- (p) Define the angular S.H.M. show that the vibration of bar magnet in uniform magnetic field is angular S.H.M.
- (q) Solve the differential equation of damped harmonic motion and show that velocity of particle decreases exponentially.
- (r) What are bifilar oscillations ?
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EITHER
- (a) Find the resultant displacement for the superposition of two mutually perpendicular S.H.M's of same period.
- (b) What is piezoelectric effect ? Explain the production of ultrasonic waves of piezoelectric oscillation.
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OR
- (p) Describe construction and working of Kundt's tube.
- (q) Derive Newton's formula for velocity of sound in medium.
- (r) State applications of Ultrasonic wave.
EITHER
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- (a) Find the expression for twisting couple per unit twist for cylindrical wire.
- (b) Explain how modulus of rigidity of wire can be determined by Maxwell Needle.
OR
- (p) What are torsional oscillations ? Derive an expression for the periodic time of torsional pendulum.
- (q) Derive an expression for depression at the loaded end of light beam clamped horizontally at the other end.
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EITHER
- (a) State and prove Bernoulli's theorem.
- (b) State and prove Stoke's law.
- (c) What is the significance of Reynold's number ?
OR
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- (p) Explain Jaeger's method to determine surface tension of a liquid.
- (q) Explain :
- (i) Streamline flow
- (ii) Turbulent flow
- (r) What is surface tension ? Give its unit and dimensions.
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This download link is referred from the post: SGBAU BSc Last 10 Years 2010-2020 Question Papers || Sant Gadge Baba Amravati university
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