Physics, asked by PurvanshiAttri, 1 month ago

The height h to which a liquid of surface tension T and density p rises in a capillary of radius r is given by the relation h = 2T cos theta /r^2pg,where theta is the angle of contact and g is the acceleration due to gravity. Verify the correctness of this statement.

Answers

Answered by ayushsingsingh1234

Answer:

Which one of the following relations is dimensionally consistent where h is height to which a liquid of density ρ rises in a capillary tube of radius .

Answered by mmind2146

ANSWER - H is height and p rises in capillary o f radius

Previous Question

Next Question

Similar questions

Science, 15 days ago

Separating the iron nails from the saw dust using a magnet. s irto DU...

Science, 15 days ago

class 8 long answer please dijiye g...

Math, 15 days ago

solve 2/3 (4x -1 ) -(4x - 1-3x/2) = x-7/2 and verify the answer .

Math, 1 month ago

Q2:In a trapezium ABCD Side AB II Side PQ II Side DC.AP=15, PD=12, QC = 14. Find BQ. *...

Social Sciences, 1 month ago

Under which of the following type of resources can Wind energy be put?

Math, 8 months ago

A train at a speed of 64km/hr cross a pole in 16 seconds.How much time will it take to covered 225m long platform?

English, 8 months ago

in this sentence Cow gives milk the word milk is one or many and what type of noun is milk ??

Math, 8 months ago

without adding find the sum 1+3+5+7+ ?+23 . Answer is 144.

The height h to which a liquid of surface tension T and density p rises in a capillary of radius r is given by the relation h = 2T cos theta /r^2pg,where theta is the angle of contact and g is the acceleration due to gravity. Verify the correctness of this statement.​

Answers

The height h to which a liquid of surface tension T and density p rises in a capillary of radius r is given by the relation h = 2T cos theta /r^2pg,where theta is the angle of contact and g is the acceleration due to gravity. Verify the correctness of this statement.