\[\overrightarrow{\text{MN}}\] is the perpendicular bisector of \[\overleftrightarrow{\text{AB}}\]. Which of the given statements is correct?(i) \[\angle \text{ANM+}\angle \text{MNB=90}{}^\circ \](ii) \[\overline{\text{AN}}\text{=}\overline{\text{NB}}\](iii) \[\overline{\text{AN}}\text{=2 }\overline{\text{NB}}\](iv) \[\angle \text{MNB=}\frac{1}{2}\angle \text{ANM}\]

\[\overrightarrow{\text{MN}}\] is the perpendicular bisector of \[\ove

1.	\[\overrightarrow{\text{MN}}\] is the perpendicular bisector of \[\overleftrightarrow{\text{AB}}\]. Which of the given statements is correct?(i) \[\angle \text{ANM+}\angle \text{MNB=90}{}^\circ \](ii) \[\overline{\text{AN}}\text{=}\overline{\text{NB}}\](iii) \[\overline{\text{AN}}\text{=2 }\overline{\text{NB}}\](iv) \[\angle \text{MNB=}\frac{1}{2}\angle \text{ANM}\]
A.	(i) and (iii) only
B.	(ii) and (iv) only
C.	(i) and (ii) only
D.	(ii) and (iii) only
Answer» D. (ii) and (iii) only