\(A = \lbrace 2, 3\rbrace\) \(B = \lbrace 4, 5\rbrace\) \(C = \lbrace 6, 7\rbrace\) In how many ways is it possible to pick 1 number from each set, so that the 3 numbers could be the lengths of the three sides of a triangle?
(A)0 (B)2 (C)4 (D)6 (E)8
C