In the adjoining figure, \[AM\bot BC\] and\[AN\] is the bisector of\[\angle BAC\]. If \[\angle B={{70}^{o}}\] and\[\angle C={{35}^{o}}\], find\[\angle MAN\].

In the adjoining figure, \[AM\bot BC\] and\[AN\] is the bisector of\[\

1.	In the adjoining figure, \[AM\bot BC\] and\[AN\] is the bisector of\[\angle BAC\]. If \[\angle B={{70}^{o}}\] and\[\angle C={{35}^{o}}\], find\[\angle MAN\].
A.	\[{{17.5}^{o}}\]
B.	\[{{27.5}^{o}}\]
C.	\[{{37.5}^{o}}\]
D.	\[{{47.5}^{o}}\]
Answer» B. \[{{27.5}^{o}}\]

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In the adjoining figure, \[AM\bot BC\] and\[AN\] is the bisector of\[\angle BAC\]. If \[\angle B={{70}^{o}}\] and\[\angle C={{35}^{o}}\], find\[\angle MAN\].

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