Question

A liquid rises to a height of 9 cm in a glass capillary of radius 0.02cm what will be height of liquid column in a glass capillary of radius 0.03cm​

Answer 1

Explanation:

A liquid rises to a height of 9 cm in a glass capillary of radius 0.02 cm. What will be the height of the liquid column in a similar glass capillary of radius 0.03 cm? Given: Rise in first tube = h1 = 9 cm, Radius of first tube = r1 = 0.02 cm, Radius of second tube = r2 = 0.03 cm, To Find: Radius in second tube = h2 =?

Answer 2

Answer:

h1 = 9cm

h1 = 9cm r1 = 0.02cm

h1 = 9cm r1 = 0.02cmr2 = 0.03cm

h1 = 9cm r1 = 0.02cmr2 = 0.03cmh2 = ?

h1 = 9cm r1 = 0.02cmr2 = 0.03cmh2 = ?Explanation:

h1 = 9cm r1 = 0.02cmr2 = 0.03cmh2 = ?Explanation: h1 × r1 = h2 × r2

h1 = 9cm r1 = 0.02cmr2 = 0.03cmh2 = ?Explanation: h1 × r1 = h2 × r2 h2 = h1 × r1/ r2

h1 = 9cm r1 = 0.02cmr2 = 0.03cmh2 = ?Explanation: h1 × r1 = h2 × r2 h2 = h1 × r1/ r2 = 9 × 0.02 / 0.03

h1 = 9cm r1 = 0.02cmr2 = 0.03cmh2 = ?Explanation: h1 × r1 = h2 × r2 h2 = h1 × r1/ r2 = 9 × 0.02 / 0.03 = 9 × 2/ 3

h1 = 9cm r1 = 0.02cmr2 = 0.03cmh2 = ?Explanation: h1 × r1 = h2 × r2 h2 = h1 × r1/ r2 = 9 × 0.02 / 0.03 = 9 × 2/ 3 = 6cm