Home
Class 11
PHYSICS
A U tube pf uniform born of cross sectio...

A `U` tube pf uniform born of cross sectional area `A` has been set up vertically with open ends facing up Now `m gm` of a liquid of density `d` is poured into it. The column of liquid in this tube will oscillation with a period `T` such that

A

`T=2pisqrt((M)/(g))`

B

`T=2pisqrt((MA)/(gd))`

C

`T=2pisqrt((M)/(gdA))`

D

`T=2pisqrt((M)/(2Agd))`

Text Solution

Verified by Experts

The correct Answer is:
D
Promotional Banner

Topper's Solved these Questions

  • LINEAR AND ANGULAR SIMPLE HARMONIC MOTION

    CENGAGE PHYSICS|Exercise Single Correct Answer type|34 Videos

  • LINEAR AND ANGULAR SIMPLE HARMONIC MOTION

    CENGAGE PHYSICS|Exercise Multiple Correct Answer Type|9 Videos

  • LINEAR AND ANGULAR SIMPLE HARMONIC MOTION

    CENGAGE PHYSICS|Exercise Subjective type|3 Videos

  • KINETIC THEORY OF GASES AND FIRST LAW OF THERMODYNAMICS

    CENGAGE PHYSICS|Exercise Interger|11 Videos

  • MISCELLANEOUS KINEMATICS

    CENGAGE PHYSICS|Exercise Interger type|3 Videos

Similar Questions

Explore conceptually related problems

A V-shaped glass tube of uniform cross section is kept in a vertical plane as shown. A liquid is poured in the tube. In equilibrum the level of liquid in both limds of tube. Find the angular frequency of small oscillation of liquid.

A horizontal tube of uniform cross-sectional area A is bent in the form of U as shown in figure. If the liquid of density rho enters and leaves the tube with velcity v, then the extermal force F requried to hold the bend stationary is

Fig, shows a U-tube of uniform cross-sectional area A accelerated with acceleration a as shown. If d is the seperation between the limbs. Then the difference in the levels of the liquid in the U-tube is

A test tube of length l and area of cross-section A has some iron fillings of mass M. The test tube floats normally in a liquid of density rho with length x dipped in the liquid. A distribuing force makes the tube oscillate in the liquid. The time period of osciallation is given by (neglect the mass of the test tube)

A U-tube having horizontal arm of length 20 cm, has uniform cross-sectional area =1cm^(2) , It is filled with water of volume 60 cc. What volume of a liquid of density 4g//cc should be poured from one side into the U-tube so that no water is left in the horizontal arm of the tube?

A U-tube of uniform cross-sectional area and open to the atmosphere is partially filled with mercury. Water is then poured into both arms. If the equilibrium configuration of the tube is as shown in figure with h_(2)=1.0cm , determine the value of h_(1) .

Length of the horizontal arm of a uniform cross - section U - tube is l = 5 cm and both ends of the vertical arms are open to the surrounding pressure of "7700 N m"^(-2) . A liquid of density rho=10^(3)" kg m"^(-3) is poured into the tube such that the liquid just fills the horizontal part of the tube. Now, one of the open ends is sealed and the tube. Now, one of the open ends is sealed and the tube is then rotaed about a vertical axis passing through the other veritcal arm with angular velocity omega due to which the liquid rises up to half the length of the vertical arm. If length of each vertical arm is a = 6 cm. What is the value of omega("in rad s"^(-1)) ?

Length of horizontal arm of a uniform cross section U -tube is l= 21 cm and ends of both of the vertical arms are open to surrounding of pressure 10500 N//m^(2) . A liquid of density rho = 10^(3) kg//m^(3) is poured into the tube such that liquid just fills the horizontal part of the tube. Now one of the open ends is sealed and the tube is then rotated about a vertical axis passing through the other vertical arm With angular velocity omega_(0) = 10 rad//s . If length of each vertical arm is a = 6 cm , calculate the length of air column in the sealed arm. (in cm)

A U-tube of uniform cross section (see figure) is partially filled with a liquid I. Another liquid II which does not mix with liquid I is poured into one side. It is found that the liquid levels of the two sides of the tube are the same, while the level of liquid I has risen by 2cm. If the specific gravity of liquid I is 1.1, the specific gravity of liquid II must be