Home
Class 12
PHYSICS
A 6.00m segment of a long string has a m...

A `6.00m` segment of a long string has a mass of `180 g`. A high-speed photograph shows that the segment contlains four complete cycles of a wave. The string is vibrating sinusoidally with a frequency of `50.0 Hz` and a peak - to - valley dispalcement of `15.0 cm`. (The "peak-to-valley" displacment is the vertical distance from the furthest positive displacement to the farther negative displacement.) (a) Write the funcation that describe this wave traveling in the positive `x` direction. (b) Determine the average power being supplied to the string.

Promotional Banner

Similar Questions

Explore conceptually related problems

Write the expression for displacement for a sinusoidal wave travelling in negative x - direction.

A string vibrates in 5 segments to a frequency of 180 Hz. The frequency that will cause it to vibrate in 2 segments will be

A string vibrates in 5 segments to a frequency of 480 Hz. The frequency that will cause it to vibrate in 2 segments will be

A string vibrates in 5 segments to a frequency of 480 Hz. The frequency that will cause it to vibrate in 2 segments will be

A string vibrates in 3 segments to a frequency of 320 Hz. The frequency that will cause it to vibrate in 5 segments will be

A string vibrates in 5 segments to a frequency of 300 Hz. The frequency that will cause it to vibrate in 2 segments will be

A string vibrates in 5 segments to a frequency of 480 Hz. The frequency that will cause it to vibrate in 2 segments will be

A string of length 50 cm is vibrating with a fundamental frequency of 400 Hz in horizontal position. In the fundamental mode the maximum displacement at the middle is 2 cm from equilibrium position and the tension in the string is 10 N . Determine the maximum value of the vertical component of force on the end supporting.

A string of length 50 cm is vibrating with a fundamental frequency of 400 Hz in horizontal position. In the fundamental mode the maximum displacement at the middle is 2 cm from equilibrium position and the tension in the string is 10 N . Determine the maximum value of the vertical component of force on the end supporting.