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A

Anonymous

Nov 15, 2024

Physics Frequency Question?

Erin is running late to her physics class and walking down the hallway as the bells are ringing. There are two bells in the hallway: one located at the far end and another right outside the classroom she is approaching. Both bells emit a frequency of 500.0 Hz. As Erin moves down the hallway at a speed of 1.000 m/s toward the classroom, what frequency does she perceive for each bell? Thank you!

2 Answers

A
Anonymous

Dec 29, 2024

It depends on the temperature, but assuming its room temperature…

1. approaching bell

Frequency2 = 500Hz (340m/s / 340m/s – 1m/s)

F=498.5Hz

2. Receding bell

Frequency2 = 500Hz (340m/s / 340m/s +1m/s)

F=501.5Hz

I hope this helps

A
Anonymous

Feb 02, 2025

A. Whatever is the length L of the pipe, its fundamental wavelength = 4L. (It’s 4L for a one-end-closed pipe, 2L for a both-ends-open pipe.) When the pipe is at the shortest resonant length (17 cm) the pipe fundamental wavelength (68 cm) and the fork wavelength are equal; when it is 51 cm long the 68-cm fork wavelength is 1/3 times the new pipe fundamental wavelength of 2.04 m. Closed pipes have the characteristic that they resonate at odd-integer divisors of the fundamental wavelength, or odd-integer multiples of the fundamental frequency. If a closed pipe has variable length, it resonates at any length that is equal to an odd-integer multiple of the fork wavelength divided by 4. So f = c/lambda1 = 340/(4*0.17) = 500 Hz. B. The next resonance occurs when the pipe length L = 5*68 cm/4 = 85 cm.

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