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In this article we study different properties of the statistically convergent and statistically null sequence classes of fuzzy real numbers with fuzzy metric, like completeness, solidness, sequence algebra, symmetricity and convergence free. Definition 2.1. A fuzzy real number X is a fuzzy set on R, i.e. a mapping X : R → I(= [0, 1]) associating each real number t with its grade of membership X(t). Definition 2.3. If there exists t 0 ∈ R such that X(t 0 ) = 1, then the fuzzy real number X isdoi:10.5666/kmj.2014.54.3.413 fatcat:5ouqkgumkbbevggiw4oyingx3e