A liquid drop is spherical in shape due to
Surface tension
Have you ever wondered why a small drop of water or any other liquid naturally forms a tiny sphere? This characteristic shape isn't a coincidence; it's a direct result of a fundamental property of liquids called surface tension.
Surface tension is a property of the surface of a liquid that allows it to resist an external force, like floating a light object on the surface. It arises from the cohesive forces between liquid molecules.
The effect of surface tension is to minimize the surface area of the liquid. The liquid essentially tries to pull itself into the shape that requires the least amount of energy, and this corresponds to the shape with the smallest surface area for a given volume.
Among all possible shapes that a given volume can take, the sphere is the one that has the absolute minimum surface area. Think of a balloon: if you inflate it slightly and let it hang freely, it naturally takes a roughly spherical shape because the tension in the rubber tries to minimize its surface area.
Therefore, because surface tension causes the liquid to seek the minimum possible surface area, a liquid drop in the absence of external forces (like gravity or air currents) will form a perfect sphere.
In summary, the spherical shape of a liquid drop is primarily due to surface tension, which causes the liquid to minimize its surface area, and the shape with the minimum surface area for a given volume is a sphere.
Which of the following statements is NOT correct about surface tension?
If a liquid droplet and a soap bubble are formed from the same liquid and have the same radius $R$, how does the excess pressure inside the soap bubble ($\Delta P_{bubble}$) compare to the excess pressure inside the liquid droplet ($\Delta P_{droplet}$)?
Mercury does NOT wet the glass. This is due to the property of the liquid known as
________ is a surface phenomenon.
The property of a fluid which enables it to resist tensile stress is known as