In this article, we present the two new kinds of examples of soft quasilinear spaces namely " IR n soft interval space " and " Is, Il 2 , Il ∞ and Ic 0 soft interval sequence spaces ". We give some properties of these spaces. We study completeness of IR n soft normed quasilinear spaces. Further, we obtain some results on these soft interval spaces and soft interval sequence spaces related to concepts of soft quasilinear dependence-independence and solid-floored.