If tension is maintained on a stretched string of length 0.6m, such that its fundamental frequency of 220Hz is excited, determine the velocity of the transverse wave in the string.

Pascal3627

4 years ago

my school is correct B-264 is the answer

Naythy

5 years ago

Fundamental frequency or equals to Fo=V/4L

moyossie

1 year ago

marked wrongly

Emx4real

9 years ago

The selected answer is wrong:

the answer is meant to be 250N...

15+10/0.01*0.1=250

dimah

10 years ago

Here is the correct explanation:

velocity = frequency × wavelength

wavelength = velocity ÷ wavelength

wavelength = (3× 10^8) ÷ (5× 10^14)

wavelength = 6.0 × 10^7.

ans = C

REF: Principles of physics by M.Nelkon