The notation G 1 G 2 is the Cartesian product of two graphs. The vertex set of G 1 G 2 is V 1 × V 2 , ,where V 1 × V 2 is the Cartesian product of the sets V 1 and V 2 and any two distinct vertices (u 1 , v 1) and (u 2 , v 2) of G 1 G 2 are adjacent, if u 1 = u 2 and v 1 v 2 ∈ (G 2) or u 1 u 2 ∈ E(G 1) and v 1 = v 2. In this paper we obtain some results related to connected domination number of Cartesian product graphs of Euler Totient Cayley graphs with Arithmetic V n graphs.
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