Solve Physics Exam Confusion: Sound Waves & Calorimetry

AI Thread Summary
The discussion highlights confusion surrounding physics exam topics on sound waves and calorimetry due to insufficient class time for in-depth understanding. Key problems include calculating the speed of longitudinal waves in hydrogen using the heat capacity ratio, determining the maximum and minimum amplitudes of overlapping sound waves, and analyzing the speed of a duck producing surface waves. Participants emphasize the importance of understanding wave behavior, particularly in phase relationships and the implications of frequency differences. Overall, the conversation seeks clarification on complex concepts to prepare for an upcoming exam.
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My physics professor attempted to teach two chapters of new material within two class periods, but unfortunately this is not enough time to cover the material as in depth as we will be tested on. Exam is this mon and I am very confused about the things he did not explain - I feel like he left some stuff out. The chapters are sound waves and calorimetry. I am going to list the homework problems I don't understand how to do and how far I got.

1
At a temperature of 27.0C, what is the speed of longitudinal waves in hydrogen (molar mass 2.02 g/mol)? The ratio of heat capacities for hydrogen is 1.41.
I'm guessing I should use Q=MC(Tf-Ti), but Q is the change in thermal energy, how does that relate?

2
Two sinusoidal sound waves with frequencies 108 Hz and 114 Hz arrive at your ear simultaneously. Each wave has an amplitude of 1.70×10−8 m when it reaches your ear.
a)What is the maximum amplitude of the total sound wave?
b)What is the minimum amplitude?
here I know I've got to add the amplitudes. But here is where I am confused - when it says arrives simultaneously, does it imply in phase? Waves with different frequencies can't travel in phase but can overlap temporarily (forming beat frequency)

3
A swimming duck paddles the water with its feet once per time interval of 1.30 s, producing surface waves with this period. The duck is moving at constant speed in a pond where the speed of surface waves is 0.380 m/s, and the crests of the waves ahead of the duck have a spacing of 0.150 m.
a)What is the duck's speed?
b)How far apart are the crests behind the duck?

In part a the unknown is Vemit. I should use the following equation: Fdet=Femit[(Vwave +- Vdet)/(Vwave -+ Vemit)]...right? How can I view this problem from the perspective of a detector?

Any and all pointers are greatly appreciated. Thanks guys
 
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1. The speed of sound depends on the ratio of specific heats. I'm sure the relation is shown in your textbook.
 
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