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water rises in a capillary tube to a height h choo
Question:
Water rises in a capillary tube to a height \(h\). Choose false statement regarding capillary rise from the following.
Show Hint
Capillary rise \(h \propto 1/g_{eff}\). Any factor reducing effective gravity increases capillary rise, and vice versa.
MET - 2017
MET
Updated On:
Apr 8, 2026
On the surface of Jupiter, height will be less than \(h\)
In a lift moving up with constant acceleration height is less than \(h\)
On the surface of moon the height is more than \(h\)
In a lift moving down with constant acceleration the height is less than \(h\)
Show Solution
Verified By Collegedunia
The Correct Option is
D
Solution and Explanation
Step 1:
Understanding the Concept:
Capillary rise \(h = \dfrac{2T\cos\theta}{\rho g r}\). So \(h \propto \dfrac{1}{g}\).
Step 2:
Detailed Explanation:
(A) Jupiter has higher \(g \Rightarrow h\) decreases -- TRUE
(B) Lift moving up with acceleration \(a\): effective \(g_{eff} = g + a \Rightarrow h\) decreases -- TRUE
(C) Moon has lower \(g \Rightarrow h\) increases -- TRUE
(D) Lift moving down with acceleration \(a\): effective \(g_{eff} = g - a \Rightarrow h\) increases (not decreases) --
FALSE
Step 3:
Final Answer:
Statement (D) is
false
; in a downward accelerating lift, capillary rise increases.
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