Friday 14 February 2014

CIRCLES C4



In the figure below, find the value of <MNQ.



Solution

<MQN = <PMN.

<MQN = 520 [angles in alternate segments are equal.]

Consider MQN

<QMN + <MNQ+ <MQN = 1800 [total degrees of a triangle]

 (380 + 520) + <MNQ + 52= 1800

900 + <MNQ + 520 = 1800

1420 + <MNQ= 1800

<MNQ= 1800 -1420

<MNQ= 380  

<MNQ= 380  


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