An object of height \(h\) is placed on the principal axis of a concave mirror with focal length \(f\).

In Trial 1, the object is placed at Position \(X\) at a distance of \(0.5f\) from the mirror. In Trial 2, the object is placed at Position \(Y\) at a distance of \(1.5f\) from the mirror.

Which row in the table correctly describes the images formed at each position and compares the magnitudes of their lateral magnifications, \(|M_X|\) and \(|M_Y|\)?

Row	Image at Position \(X\)	Image at Position \(Y\)	Magnification Magnitudes
(A)	Real and inverted	Virtual and upright	\(|M_X| > |M_Y|\)
(B)	Virtual and upright	Real and inverted	\(|M_X| = |M_Y|\)
(C)	Virtual and upright	Real and inverted	\(|M_X| > |M_Y|\)
(D)	Real and inverted	Real and inverted	\(|M_X| < |M_Y|\)