The angle bisector of ∠PQR is Ray QE. If m∠PQE = 2n°, m∠PQR= 4n°
Given :
The angle bisector of ∠PQR is Ray QE
[tex]m<PQE = 2n[/tex]
QE bisects angle PQR. When any ray bisects an angle then it divides the angle equally.
so , m∠PQE= m∠EQR
m<EQR=2n
[tex]m<PQR= m<PQE+ m<EQR\\m<PQR= 2n+2n \\m<PQR= 4n[/tex]
The measure of angle m∠PQR= 4n°
Option C is correct.
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