In a gravity free space the liquid in capillary tube will rise to
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Liquid in capillary tube will rise to the full height of tube
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In a gravity free space, liquid will rise up to the top level but still not overflow.
Radius of curvature (R) increases in such a way that final height h' is reduced and given by h' = hR/R' (acc to Zurin's law)
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Radius of curvature (R) increases in such a way that final height h' is reduced and given by h' = hR/R' (acc to Zurin's law)
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excellent answer bro
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