A large rectangular decorative panel of \(45\) meters (horizontal dimension) by \(6\) meters (vertical dimension) is to be completely divided into \(M\) identical squares, all of them with horizontal and vertical edges. If the smallest measure of length considered for the edges is centimeters (\(1\) meter \(= 100\) centimeters), what is the minimum possible value of \(M?\)
A) \(30\)
B) \(60\)
C) \(75\)
D) \(150\)
E) \(180\)
The OA is A