With the recent development of synchrotron radiation sources and the instrumentations, inelastic X-ray scattering (IXS) has become an important tool for observing plasmons in materials. One of the significant advantages of IXS is that it can be applied to liquid samples, which is considerably difficult for electron energy loss spectroscopy. Thus far, the IXS study of plasmons in liquid samples has been performed for several systems such as liquid lithium, liquid aluminum, or lithium ammonia solutions. However, the properties of plasmons in the liquid phase are less clearly understood than those in the crystalline phase. One of such properties is the plasmon line width. For the solid state, the finite line width observed in experiments can be evaluated using the formulations derived in previous theoretical studies, in which the effect of interband transitions, phonon-assisted intraband (or interband) transitions, and the excitations of two electron–hole (e–h) pairs are considered. These effects should also play an important role in liquid, because a finite line width is also observed in liquid samples. The effects of phonon and two e–h pairs are readily extended to liquid systems, since these effects can be calculated without using information on the ionic structure. On the other hand, the effect of interband transitions is difficult to extend to the liquid state, because it strongly depends on the ionic structure. In this work, we show the derivation of a formula for evaluating the plasmon line width at the zero momentum transfer, q 1⁄4 0, in metallic liquid. The formula describes how the ionic structure influences the plasmon line width for metallic liquid. The application of the formula to liquid alkali metals is also shown. The plasmon line width at q 1⁄4 0, E1=2ð0Þ, is written as E1=2ð0Þ 1⁄4 h !p Im ð!pÞ; ð1Þ