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# Speed of Traveling Wave Multiple Choice Questions (MCQ) PDF Download

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The Speed of Traveling Wave Multiple Choice Questions (MCQ Quiz) with Answers PDF (Speed of Traveling Wave MCQ PDF Download) e-Book to practice Engineering Physics Tests. Learn Transverse Waves Multiple Choice Questions and Answers (MCQs), Speed of Traveling Wave quiz answers PDF for online certificate programs. The Speed of Traveling Wave MCQ App Download: Free learning app for transverse and longitudinal waves, wavelength and frequency, types of waves test prep for undergraduate engineering schools.

The MCQ: If a wave traveling along a string is y(x,t)=0.0032sin(72.1x-2.72t), in which numerical constants are in SI units i.e. 0.0032m, 72.1rad/m and 2.72rad/s, then amplitude of wave is; "Speed of Traveling Wave" App Download (Free) with answers: 0.0032 m; 72.1 m; 2.72 m; 2.37 m; for online certificate programs. Practice Speed of Traveling Wave Quiz Questions, download Google e-Book (Free Sample) for online college admission.

## Speed of Traveling Wave MCQs: Questions and Answers

MCQ 1: If a wave traveling along a string is y(x,t)=0.0032sin(72.1x-2.72t), in which numerical constants are in SI units i.e. 0.0032m, 72.1rad/m and 2.72rad/s, then velocity of wave is

1. 2 m/s
2. 0.32 m/s
3. 0.037 m/s
4. 0.023 m/s

MCQ 2: If a wave traveling along a string is y(x,t)=0.0032sin(72.1x-2.72t), in which numerical constants are in SI units i.e. 0.0032m, 72.1rad/m and 2.72rad/s, then amplitude of wave is

1. 0.0032 m
2. 72.1 m
3. 2.72 m
4. 2.37 m

MCQ 3: If a wave traveling along a string is y(x,t)=0.0032sin(72.1x-2.72t), in which numerical constants are in SI units i.e. 0.0032m, 72.1rad/m and 2.72rad/s, then period of wave is

1. 1.45 s
2. 2.31 s
3. 15.34 s
4. 0.5 s

MCQ 4: If a wave traveling along a string is y(x,t)=0.0032sin(72.1x-2.72t), in which numerical constants are in SI units i.e. 0.0032m, 72.1rad/m and 2.72rad/s, then wavelength of wave is

1. 0.0871 m
2. 0.0032 m
3. 0.433 m
4. 3.77 m

MCQ 5: Rate at which transverse velocity of element is changing, is termed as

1. transverse acceleration
2. angular acceleration
3. constant acceleration
4. none of above

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