The Doppler shift occurs when an observer moves towards a light source, resulting in a change in frequency. The relativistic Doppler effect formula, ν = ν₀ √((1 + v/c)/(1 - v/c)), quantifies this shift based on the relative speed between the source and observer. It applies to both scenarios: the observer approaching the source and the source approaching the observer. While there are four cases in sound waves, light only requires two formulas due to its unique properties. This phenomenon is also known as the Doppler-Fizeau effect, acknowledging both Doppler's and Fizeau's contributions to the understanding of light.