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Inside every drop of water, there's a silent but constant pull that keeps the molecules together, known as cohesive forces. These forces are the result of the attraction between the molecules in a liquid, primarily due to the polar nature of water. Each water molecule can form temporary bonds with its neighbors, often referred to as hydrogen bonds. Due to these cohesive forces, liquid water tends to stick together and resist being pulled apart.

Imagine each water molecule as a tiny magnet with a positive and negative charge, always trying to connect with others around it. This 'stickiness' among the molecules is what gives water its ability to form into drops. When we talk about surface tension, we're essentially talking about the strength of these cohesive forces at the surface of the water. The molecules at the surface lack neighbors on all sides, hence they cling even more tightly to those adjacent to them, leading to an 'elastic' skin on the surface of the water.

Gravity, the force that keeps our feet firmly on the ground, has a profound effect on the behavior of liquids as well. It's the reason a raindrop falls to the earth instead of floating aimlessly in the air. In an environment where gravity is present, it pulls on every molecule, influencing the shape that a liquid takes on. For instance, in the case of water drops, gravity stretches them as they fall, combating the cohesive forces and surface tension, which strive for minimization of surface area. This results in a teardrop shape rather than a perfect sphere.

In zero-gravity conditions, like those in space, the equation changes dramatically. The absence of gravity means there's no force pulling the liquid in any direction, allowing the cohesive forces within the water to dictate its shape. The surface tension pulls equally in all directions, resulting in a perfectly symmetrical shape - the sphere, which is the most efficient shape for minimizing surface area and the energy it represents.

The fascinating spherical shape of water drops isn't by chance but by the design of nature's physics. Due to the cohesive forces and the concept of surface tension, a drop of water in the absence of outside forces takes on this shape because a sphere has the lowest possible surface area to volume ratio. In other words, it's the most 'compact' form a given amount of water can take, requiring the least amount of energy to maintain.

The shape of water drops is a classic example of nature optimizing its resources. By forming spheres, drops minimize the potential surface energy expenditure, which is the amount of energy needed to maintain their surface. This principle is also seen in the formation of bubbles and celestial bodies, like planets and stars, reinforcing the phenomenon's universality. On Earth, the influence of gravity deforms the perfect spherical shape of water drops, but when gravity's pull is removed from the equation, such as on the International Space Station, drops return to this naturally preferred geometric form, resembling miniature crystal balls, in their truest and most energetically favorable state.