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Introduction In this paper I will argue that Russell's analyses of paragraphs is powerful and that the objection caused by Strawson could be refuted. Russell's theory of definite descriptions contains a significant insight in that Russell's view that what is apparently referential propositions are in fact quantificational is accurate. Russell's theory of definite descriptions Russell propounds two theses, one about names and the other about certain descriptions. This paper deals with all Russell's analysis of definite descriptions, '' 'the F', along with his theory of their proper logical investigation. Definite descriptions are complicated quantifier phrases to be analysed as follows: The F is G, which has the logical form ∃x(Fx & ∀y(Fy → x=y) & Gx). Russell's philosophic aim was supposed to show up superficial similarities in sentences and reveal the inherent logical structure of natural language sentences, therefore doing away with ambiguity or vagueness discovered in speech. The core of Russell's theory of descriptions, is that definite descriptions, 'The so and so', are not singular terms (that simply take their semantic value from the object), so they don't consult with a singular thing. Russell asserts that this indicates that surface shape doesn't reveal logical arrangement and he takes a non-referential interpretation. Russell asserts that definite descriptions are general terms, so the words refer to items that meet a general condition. The distinctions which Russell brings between different logical types allowed him to explain three major puzzles regarding names and definite descriptions: vacant titles, substitution into belief contexts, and informativeness of identity statements. This paper will only reveal how Russell's investigation solves the issues of e.. .