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Using Stoke's formula, obtain an expression for theterminal velocity ofa sphere falling ttrough a viscous liquid. 6(b) A sphere of radius 2 mm and density 1600 kg/m' falls through a liquid ofdensity 800kg/mr with uniform velocity 4 cm/s. Calculate the coefficient of viscosityof ttre liquid. 6. (c) Discuss the variation of viscosity with temperature for gases and liquids. 3Urutr - IVD( (a) Give any three characteristics of stationary waves. 3(b) Describe the resonance column apparatus to find the velocity of sound. 6(c) At what temperatwe will the velocity of sound in air be double its value at 0o C ? 6 OnX (a) Write a note on free vibration, forced vibration and resonance.(b) What are ultrasonic waves ? Give its nvo applications. Describe a methd toproduce ultrasonic waves.(c) The frequency of the second harmonic in an open pipe is 800H2. 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U"lo* ttre Uriage after 2 iconds. What is the height of the bridge abovethe water level ?Otl(a) State Newton's second law of motion' From the law obtain an expression tbr force'(b) What do you mean by recoil of a gun ? Obtain an expression for the recoilvelocity. A bullet of mass 0 025 ktis fired from a gun of mass 5 kg with aspeed !00 m/s. Calculate the recoil velocity of the gun'(c) Define impulse of a force and show that it is equal to the change in momenhrm'UNrr - II(a) What are concurrent forces ? State Lami's theorem for concurent forces'(b) Define the terms resultant and equitibrant of two forces' Give the rectangular'-' components of the force 2N acting at an angle 30o with the horizontal'(c) The resultant of two forces acting at l50o is perpendicular to the smaller force'If the larger force is 3 N, find the smaller force and resultant'0n (a)(b)(c) Marks ill w VI What are the conditions for equilibrium of a body under coplanar parallel forces'Explain the term couple. 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'qH4KɸGwH *a=bSֽJ+qġ 'MP!#R@ЍFN8?+IֵfML֘A"<Lm}36͌ „ea5dq{/Ks^#ӈi0XY?. <4'eOTng_RxUaA!oM3Gǘz 9)8a7oEw'O]?IB"L6a5q '+(Wu[N҃M6*tCf~)7t4,6|i?nk\7Zi~a""?40 6WӼ#GjՃw &'[Ii*4Y;N*}$YGo}/޷ڰ{$XVs": wӻ1y_3~؋)?F^{i59}PAwP.tMhO DDo ?_~68XvXoE>aX"h0Y:>?[xJ;D67,v!zo0GM;I♜,G]I׈@m7iNXaDR^$iЈKڰ~NqW{ihCMDK@.x`! 83")}!Iba҈D~CU]GHam"-XfwlI[  k`_F{i?}r9N}?ߧ[/G (=4!\?тxM/N<~42"h=6Oj& mR=S}M}Esz4ZMK_ f0͞ 80ZO+{״ɹ>Kb c -;T%Hmޫǫ]vg}lZhcxpuo|m? S. aD:>5v?Uv}6!觌I6g$$h㧗e_vǍ _n.4ZfܛQVi:7.g hnfӴ7Y(] {a 3]IucB0=&AQ0iѱN@.5bP؄&z;0ɾ)ǃ)UwӶN$kMW?( { *IDKwkAa|DWv;Na*D~{QhG\0XisFMpi 0DB_)h5ciB#&6%!҈)ALC""5ɲ6B"N ɪ5_b"c#Ct~=lgK|Wul%b!5QUɪU5_U5_xMWxɪ2-R-}xjUSQ-/MTj&dRj5_ endstream endobj 16 0 obj <> stream TED (15) - 1003 Reg. No. .................EIVISION - 2015) Signature ..................DIPLOMA EXAMINATION IN ENGINEERING/TECHNOLOGY/MANAGEMENT/COMMERCIAL PRACTICE - APRTL, 2OI9ENGINEERING PHYSICS - I[77zre : 3 hours(Maximum marks : 100) PART-A(Maximum mark : l0)MarksI Answer a// questions in one or two sentences. Each question carries 2 marks.I . Define the terms velocity and acceleration.2. Express kinetic energy in terms ofl linear momenturn.3. State triangle law of vector addition.4. What do you mean by elastic fatigue ?5. Define simple harmonic motion. Give the differential equation for simple harmonicmotion. (5x2: l0)PART -B(Maximum marks : 30)II Answer arry fve of the following questions. Each question carries 6 marks.1. State and prove the law of conservation of linear momentum in the case ofnro colliding bodies.2. Find out the magnitude and direction of the resultant of two forces p and eacting at an angle 0 by using the law of parallelogram of forces.3. Explain the method of determination of coefrcient of viscosity by Poiseuille'smethod.4. Show that only odd harmonics are present in a closed pipe. Illustrate youranswer with diagmms.5. What are energies associated with fluid flow. Write their equations.State Bernoulli's theorem and give the equation.6. A couple 100 Nm acts on the shaft ofa motor and rotates it at a speed of7 revolutions per second. Calculate the power developed.7. Calculate the wavelength of soturd in air corresponding to the limits of audibility.The audible range is 20 t{z to 20000 Hz. 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