6000 waves of water pass through a point in 10 mints. find frequency

Open in App

Solution

Dear Student,

$waves of water, n = 6000 time, t = 10 \min = 10 \times 60 s t = 600 s frequency, f = \frac{n}{t} f = \frac{6000}{600} = 10 Hz$

Suggest Corrections

Similar questions

Q. A transverse wave of frequency 100 Hz passes through water. The refractive index of water is 1.33, what will be the frequency of the wave in water

A sound wave is passing through the air. 1000 compressions and rarefactions are passing through a point in one second. Which of the following is the frequency of the sound wave?

Q. A source produces sound waves under water. Waves travel through water and then into air. Which of the following statements about the frequency (

f

) and the wavelength (

λ

) is correct as sound passes from water to air?

Q. 50 waves pass through a point in 0.1 second. If the distance between the crest and adjacent trough of the wave is 0.34 m. What will be the frequency and wavelength of sound waves?

Q. Microwaves of frequency

3 \times 10^{4} M H z

and ultrasonic waves of wavelength

1 c m

are passed through a slit of width

2 c m

. Then

Join BYJU'S Learning Program

6000 waves of water pass through a point in 10 mints. find frequency

Dear Student, waves of water, n=6000time, t=10 min=10×60 st=600 sfrequency, f=ntf=6000600=10 Hz

Dear Student,

$waves of water, n = 6000 time, t = 10 \min = 10 \times 60 s t = 600 s frequency, f = \frac{n}{t} f = \frac{6000}{600} = 10 Hz$