String theory aims to reconcile general relativity and quantum mechanics by proposing that fundamental particles are not point-like but rather one-dimensional strings that vibrate in multiple dimensions. The curvature of space-time, as described by general relativity, occurs due to the presence of mass, which influences how objects move through this curved fabric. While general relativity treats space-time as a four-dimensional continuum, string theory introduces the concept of additional dimensions that may not be observable at larger scales. The analogy of a plane's curved path over the Earth's surface illustrates how orbits appear elliptical in three-dimensional space while being straight in four-dimensional space-time. Ultimately, string theory provides a framework that could potentially unify the forces of nature, although the underlying reasons for why mass curves space-time remain an open question.