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Question

In the given figure, AM BC and AN is the bisector of A. Then MAN is


A

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B

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C

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D

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Solution

The correct option is C


In given figure,
BAC+ABC+ACB=180(Angles of same triangle)BAC+65+33=180BAC=82CAN=BAC2=41(Given that AN is an angle bisector).Now, CAN+ANC+ACN=180(Angles of same triangle)41+ANC+33=180ANC=106ANC+ANM=180(Linear pair)106+ANM=180ANM=74ANM+AMN+MAN=18074+90+MAN=180MAN=16.


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