In the fundamental mode of a vibrating string, the two impulses superimpose to create a standing wave, with the fixed ends determining the wavelength. The fundamental frequency corresponds to the longest wavelength, where the distance between the fixed ends equals the distance between two adjacent nodes, which is half a wavelength. Standing waves also occur in electrical signals, where they propagate through a channel and reflect back, achieving maximum transmission when the forward-to-reflected signal ratio is 1:1. The discussion raises questions about the physical boundaries of acoustic waves and their reflection. Understanding these principles is key to grasping wave behavior in both mechanical and electrical systems.