EASY
11th ICSE
IMPORTANT
Earn 100

Two organ pipes closed at one end are of equal diameters but different lengths. They produce beats per second when sounded simultaneously. The smaller organ pipe is long and the speed of sound in air is . Find the length of the other pipe.

Important Questions on Superposition of Waves-2 : Stationary (Standing) Waves : Vibration of Air Columns
MEDIUM
11th ICSE
IMPORTANT
Two open organ pipes on sounding simultaneously produce . If the smaller pipe be long, then determine the length of the bigger organ pipe. (The speed of sound in air is .

EASY
11th ICSE
IMPORTANT
Two open organ pipes of lengths and produce beats/s. Calculate the speed of sound in air.

MEDIUM
11th ICSE
IMPORTANT
A tuning fork of frequency resonates with a closed organ pipe of length . If the length of the pipe be increased by then calculate the number of beats produced per second.

EASY
11th ICSE
IMPORTANT
Two tuning forks and when sounded together produce per second. and are in resonance with closed organ pipes having lengths and respectively. Determine the frequencies of the tuning forks.

MEDIUM
11th ICSE
IMPORTANT
A tuning fork of frequency is vibrated just over a tube of length . Water is being poured gradually in the tube. What height of water column will be required for resonance? The speed of sound in air is .

MEDIUM
11th ICSE
IMPORTANT
A long tube of glass is in vertical position and is completely filled with water. Water leaks slowly from the bottom. If a vibrating tuning fork of frequency be brought at the upper end of the tube, then at what positions of the water-level will the resonance occur at ? The speed of sound at 0°C is .

MEDIUM
11th ICSE
IMPORTANT
A long pipe whose one end is closed and the other is open resonates at a minimum frequency of . Can this pipe resonate at other frequencies also? If yes, then give the values of two of them. Calculate also the speed of sound in air.

MEDIUM
11th ICSE
IMPORTANT
A resonance tube is resonated with a tuning fork of frequency . The lengths of two successive resonated air columns are and respectively. Find the speed of sound.
