Phys102 First Major-143 Zero Version Coordinator: xyz Sunday, June 28, 2015 Page: 1

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Coordinator: xyz Sunday, June 28, 2015 Page: 1 Q1. A transverse sinusoidal wave propagating along a stretched string is described by the following equation: y (x,t) = 0.350 sin [1.25x + 99.6t], where x and y are in eters, and t is in seconds. Consider the eleent of the string at x = 0. What is the tie interval between the first two instants when this eleent has a displaceent of y = + 0.175? A) 21.0 s B) 63.1 s C) 31.5 s D) 45.2 s E) 73.1 s Q2. A transverse sinusoidal wave travels on a stretched string and carries an average power of 0.470 W. If the wavelength of the wave is doubled while the tension and aplitude are not changed, what then is the average power carried by the wave? A) 0.118 W B) 0.235 W C) 0.940 W D) 1.88 W E) 0.470 W Q3. A standing wave is set up on a string fixed at both ends. The waves on the string have a speed of 192 /s and a frequency of 240 z. The aplitude of the standing wave at an antinode is 0.400 c. Calculate the aplitude at a point on the string that is a distance of 30.0 c fro one end. A) 0.283 c B) 0.200 c C) 0.405 c D) 0.605 c E) 0.354 c Q4. Three pieces of string, each of length L, are joined together end to end as shown in Figure 2, to ake a cobined string of length 3L. If the cobined string is under tension τ, and it takes a transverse pulse tie t 1 to travel the first piece, how uch tie does it take the pulse to travel the entire length 3L? A) 3.5 t 1 B) 2.5 t 1 C) 1.5 t 1 D) 4.5 t 1 E) 5.5 t 1

Coordinator: xyz Sunday, June 28, 2015 Page: 2 Q5. Two sound sources (S 1 and S 2 ) are driven in phase by the sae oscillator. Their sound is detected by a icrophone arranged as shown in Figure 3. If the frequency of the oscillator is varied, what is the difference between the lowest frequency causing constructive interference and the lowest frequency causing destructive interference? Take the speed of sound in air to be 340 /s. A) 401 z B) 136 z C) 102 z D) 453 z E) 906 z Q6. A person is 30 fro a point sound source. At this distance, the sound level is 110 db. If his ear is circular with a diaeter of 8.4, how uch energy is transferred to his ear each second? A) 5.5 µj B) 3.5 µj C) 8.1 µj D) 2.5 µj E) 7.2 µj Q7. The fundaental frequency of a pipe open at both ends is 590 z. What will be the fundaental frequency if the pipe is closed at one end? A) 295 z B) 590 z C) 118 z D) 148 z E) 522 z Q8. A car and a train are oving toward each other along a straight line, each oving with half the speed of sound. The train s whistle eits sound at frequency f o. What frequency is heard by the passenger of the car? A) 3f o B) f o C) 2f o D) 4f o E) f o /2

Coordinator: xyz Sunday, June 28, 2015 Page: 3 Q9. A steel tape is used for length easureent, and its arkings are calibrated at 20.000 o C. When the teperature is 35.000 C, a person uses the tape to easure a distance and found it to be 35.794. What is the actual distance? [α steel = 1.200 10-5 K -1 ] A) 35.800 B) 35.786 C) 35.794 D) 35.807 E) 35.133 Q10. An aluinu rod and a brass rod, of the sae length (0.500 ) and cross sectional area (1.00 c 2 ), are welded end-to-end and placed between two reservoirs, as shown in Figure 4. At steady state, find the rate of heat conduction through these two bars. Theral conductivities are: k brass = 109 W/.K, k Al = 205 W/.K. A) 1.42 W B) 6.53 W C) 3.15 W D) 2.94 W E) 5.42 W Q11. A 6.00-kg piece of copper is placed with 2.00 kg of ice that is initially at 20.0 o C. The ice is in an insulated container of negligible ass and no heat is exchanged with the surroundings. After theral equilibriu is reached, there is 1.20 kg of ice and 0.800 kg of liquid water. What was the initial teperature of copper? The specific heats are: copper = 386 J/kg.K, ice = 2220 J/kg.K. A) 153 o C B) 38.4 o C C) 115 o C D) 100 o C E) 102 o C

Coordinator: xyz Sunday, June 28, 2015 Page: 4 Q12. Two processes take an ideal gas fro state 1 to state 3 (having the sae volue), as shown in Figure 5. Copare the work done by process A(direct path) to the work done by process B (path via state 2). A) W A > W B B) W A < W B C) W A = W B = 0 D) W A = W B > 0 E) W A = W B < 0 Q13. An ideal gas is copressed to one-half its original volue. Rank the following processes in order fro highest to lowest value of the final pressure: (1) a onatoic gas copressed isotherally; (2) a onatoic gas copressed adiabatically; (3) a diatoic gas copressed isotherally; (4) a diatoic gas copressed adiabatically. A) 2, 4, (1 and 3) tie B) 4, 2, (1 and 3) tie C) (1 and 3) tie, 4, 2 D) (1 and 3) tie, 2, 4 E) 2, 1, 3, 4 Q14. A container with volue 1.48 L is initially evacuated. Then, it is filled with 0.226 g of an ideal gas. If the root-ean-square speed of the gas olecules is 182 /s, what is the pressure of the gas? A) 1.69 kpa B) 6.02 kpa C) 2.23 kpa D) 3.05 kpa E) 5.41 kpa

Coordinator: xyz Sunday, June 28, 2015 Page: 5 Q15. Three oles of an ideal gas are taken around the cycle acb shown in Figure 6. For this gas, C p = 29.1 J/ol.K. Process ac is at constant pressure, process ba is at constant volue, and process cb is adiabatic. The teperatures are T a = 300 K, T b = 600 K, and T c = 492 K. Calculate the total work for the cycle. A) 1.95 kj B) 6.74 kj C) + 4.78 kj D) 3.17 kj E) zero Q16. Figure 1 shows a pv-diagra for the cyclic process traversed by an ideal gas, where process bc is isotheral. Find the total heat exchanged in the cycle. A) 25.7 J gained by the gas B) 25.7 J lost by the gas C) 56.2 J gained by the gas D) 56.2 J lost by the gas E) 30.4 J lost by the gas Q17. Two oles of an ideal diatoic gas are cooled at constant pressure fro 25.0 o C to 18.0 o C. What is the change in the entropy of the gas? A) 9.06 J/K B) + 9.06 J/K C) 46.1 J/K D) 11.5 J/K E) + 11.5 J/K

Coordinator: xyz Sunday, June 28, 2015 Page: 6 Q18. A 0.250 kg of water, initially at 85.0 o C, is allowed to cool slowly to roo teperature (20.0 o C). The teperature of the air in the roo (20.0 o C) does not change. What is the total entropy change of the syste (water + air)? A) +22.5 J/K B) 22.5 J/K C) 209 J/K D) +232 J/K E) +209 J/K Q19. A Carnot heat engine has an efficiency of 60.0% and perfors 240 kj of work in each cycle. Suppose the engine expels heat at roo teperature (20.0 o C). What is the teperature of the hot reservoir? A) 733 K B) 323 K C) 306 K D) 353 K E) 50 K Q20. An ideal refrigerator has a coefficient of perforance of 2.25, runs on an input electrical power of 95.0 W, and keeps its inside copartent at 5.00 C. If you put 12.0 kg of water at 31.0 C into this refrigerator, how long will it take for the water to be cooled down to 5.00 C? A) 102 inutes B) 115 inutes C) 126 inutes D) 212 inutes E) 139 inutes

v = τ µ v = B ρ y = y sin(kx ωt) 1 2 2 P = y v avg 2 µω S = S cos( kx ωt) P = P sin(kx ωt) P = ρvω S I = ½ ρ (ωs ) 2 v I 12 2 β = 10 log, Io = 10 W/ I o P s I = 2 4πr v ± v D f = f v vs y = 2 y cos(φ/2) sin(kx ωt + φ/2) y = 2 y sinkx cosωt nv f n =, n = 1,2,3,... 2L nv f n =, n = 1,3,5... 4L λ ΔL = φ 2π ΔL = λ = 0,1,2,. 1 ΔL = + λ, = 0,1,2,. 2 T c = T 273 9 T = T + 32 F C 5 ΔL = αlδt V = βv T PV = nrt = NkT γ PV = constant γ 1 TV = constant V f T f S = nr ln + ncv ln Vi Ti Q = L Q = c T Q = n C V T Q = n C P T ΔE int = Q W ΔE int = nc VΔT C p - C v = R W = PdV W = nrt ln(v f / V i ) P cond = v 2 = 2 Q t = ka(t ( 3/2)kT L T 3RT v rs = M W = Q Q L W Q L ε = = 1- Q Q QL K = W Q L T = L, = Q T dq S T Constants: 1 Liter = 10-3 3 1 at = 1.01 x 10 5 N/ 2 R = 8.31 J/ol K N A = 6.02 x 10 23 olecules/ole k = 1.38 x 10-23 J/K µ = icro = 10-6 c = 4190 J/kg.K For water: L F = 333 kj/kg L V = 2256 kj/kg C )