10. A vibrating tuning fork is held above a column of air, as shown in the diagrams above. The reservoir is raised and lowered to change the water level, and thus the length of the column of air. The shortest length of air column that produces a resonance is L₁ = 0.25 m, and the next resonance is heard when the air column is L2=0.80 m long. The speed of sound in air at 20°C is 343 m/s and the speed of sound in water is 1490 m/s. 4₁ (a) Calculate the wavelength of the standing sound wave produced by this tuning fork. (1.1 m) 10. 296 omla The lo zubo Resonance 100 acowrie guc Note: Figure not draw Yravo zamu 18.8 shyp b) Calculate the frequency of the tuning fork that produces the standing wave, assuming the air is at 20°C.

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how would you do part A of this question? this is a non graded practice worksheet
Lanti-nodes)
10. A vibrating tuning fork is held above a column of air, as shown in the
diagrams above. The reservoir is raised and lowered to change the water o
level, and thus the length of the column of air. The shortest length of air
column that produces a resonance is L₁ = 0.25 m, and the next resonance is
heard when the air column is L2=0.80 m long. The speed of sound in air at
20°C is 343 m/s and the speed of sound in water is 1490 m/s.
ما را
4₁
(a) Calculate the wavelength of the standing sound wave produced by this tuning fork.
(1.1 m)
Resonance 1200 over nusuried Resonance 2 TE
tons guon Note: Figure not drawn to scale.
(b) Calculate the frequency of the tuning fork that produces the standing wave, assuming the air is at 20°C.1.02MA) avev
(312 Hz)
(c) Calculate the wavelength of the sound waves produced by this tuning fork in the water.
(4.8 m)
sami rol oy
Hurle and to proti
LERUSALE
W abas di
8-banortzen
to box 2 m 2.5 bgnal to gai
Derull moon
(d) The water level is lowered again until a third resonance is heard. Calculate the length L3 of the air column that produces this third
(30936106 bwt neuwied s
(1.35 m)
resonance.
(e) The student performing this experiment determines that the temperature of the room is actually slightly higher than 20°C. Is the
calculation of the frequency in part (b) too high, too low, or still correct?
Too high
Too low
Still correct Justify your answer.
Transcribed Image Text:Lanti-nodes) 10. A vibrating tuning fork is held above a column of air, as shown in the diagrams above. The reservoir is raised and lowered to change the water o level, and thus the length of the column of air. The shortest length of air column that produces a resonance is L₁ = 0.25 m, and the next resonance is heard when the air column is L2=0.80 m long. The speed of sound in air at 20°C is 343 m/s and the speed of sound in water is 1490 m/s. ما را 4₁ (a) Calculate the wavelength of the standing sound wave produced by this tuning fork. (1.1 m) Resonance 1200 over nusuried Resonance 2 TE tons guon Note: Figure not drawn to scale. (b) Calculate the frequency of the tuning fork that produces the standing wave, assuming the air is at 20°C.1.02MA) avev (312 Hz) (c) Calculate the wavelength of the sound waves produced by this tuning fork in the water. (4.8 m) sami rol oy Hurle and to proti LERUSALE W abas di 8-banortzen to box 2 m 2.5 bgnal to gai Derull moon (d) The water level is lowered again until a third resonance is heard. Calculate the length L3 of the air column that produces this third (30936106 bwt neuwied s (1.35 m) resonance. (e) The student performing this experiment determines that the temperature of the room is actually slightly higher than 20°C. Is the calculation of the frequency in part (b) too high, too low, or still correct? Too high Too low Still correct Justify your answer.
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