A string is stretched so that it is under tension and is tied at both ends so that the endpoints don't move. A mechanical oscillator then vibrates the string so thata standing wave is created. The dark line in each diagram represents a snapshot of a string at an instant in time when the amplitude of the standing wave is amaximum. The lighter lines represent the string at other times during a complete cycle. All of the strings are identical except for their lengths, and all stringshave the same tension. The number of nodes and antinodes in each standing wave is different. the lengths of the strings (L) and the amplitudes at theantinodes (A) are given in each figure.ABA = 12 cmL=25 cmA = 12 cmL= 28 cmA= 24 cmL= 20 cmA = 36 cmL= 30 cmRank the wavelength of the waves.Enter in the form A > B = C... make sure you separate characters with a space. Equal values can be entered in either order.Check

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A string is stretched so that it is under tension and is tied at both ends so that the endpoints don't move. A mechanical oscillator then vibrates the string so that a standing wave is created. The dark line in each diagram represents a snapshot of a string at an instant in time when the amplitude of the standing wave is a maximum. The lighter lines represent the string at other times during a complete cycle. All of the strings are identical except for their lengths, and all strings have the same tension. The number of nodes and antinodes in each standing wave is different. The lengths of the strings (L) and the amplitudes at the antinodes (A) are given in each figure. A B A = 12 cm L= 25 cm A= 12 cm L= 28 cm C A = 24 cm L= 20 cm A = 36 cm L= 30 cm Rank the wavelengths of the waves. OR All All the same Cannot determine Greatest Least zero Explain your reasoning. A string is stretched so that it is under tension and is tied at both ends so that the endpoints don't move. A mechanical…
All of the strings below exhibit standing waves. All of the strings are identical except for their lengths, the images are not drawn to scale, and all of the string tensions are identical. The string lengths and the standing wave amplitudes are given in each figure. Which of the following represents the correct ranking of frequencies, from GREATEST to LEAST. A B A= 5cm L=35 cm A=9 cm L=42 cm C D A= 7 cm L=24 cm A= 6cm L=28 cm В, А, С, D В, С, D, A D, C, A, B B, A=D, C A=B, D, C
On a guitar, the strings played vibrate between two fixed points. The frequency of vibration is modified by changing the string length using a finger. The different strings have different wave speeds. When a string is plucked, a standing wave forms between the bridge and the finger. bridge- finger 62 cm 1a. Outline how a standing wave is produced on the string.
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A string is stretched so that it is under tension and is tied at both ends so that the endpoints don't move. A mechanical oscillator then vibrates the string so that a standing wave is created. The dark line in each diagram represents a snapshot of a string at an instant in time when the amplitude of the standing wave is a maximum. The lighter lines represent the string at other times during a complete cycle. All of the strings are identical except for their lengths, and all strings have the same tension. The number of nodes and antinodes in each standing wave is different. the lengths of the strings (L) and the amplitudes at the antinodes (A) are given in each figure. Rank the speed of the wave in the strings. Enter in the form A > B = C . Hint: v=(T/μ)0.5.
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To further explore what this equation means, consider four sets of identical waves that move in the +x direction. A photo is taken of each wave at time t and is displayed in the figures below. Rank these sets of waves on the basis of the maximum amplitude of the wave that results from the interference of the two waves in each set. Rank from largest amplitude on the left to smallest amplitude on the right. To rank items as equivalent, overlap them. Reset Help Wane Wane Wane 20 Wane 2 Wave Wave O The correct ranking cannot be determined.