Angle aob =50° , PM bisects OA, PN bisects OB. find the measure of an

1.	Angle aob =50° , PM bisects OA, PN bisects OB. find the measure of angle MPN
Answer» *ANGLE* *OPM* = 90° *Angle* *PNO= 90° Angle* *OPM* + *Angle* *PNO* + *Angle* *AOB* + *Angle* *MPN* = 360° ( *The* *MEASURE* of *quadilateral is 360°) 50+90+90 +Angle* *MPN=360 Angle* *MPN* + 230=360 *Angle* *MPN= 360-230 ANGLE* *MPN* =130°

Angle aob =50° , PM bisects OA, PN bisects OB. find the measure of angle MPN

Answer»

ANGLE OPM = 90°

Angle PNO= 90°

Angle OPM + Angle PNO + Angle AOB + Angle MPN = 360°

( The MEASURE of quadilateral is 360°)

50+90+90 +Angle MPN=360

Angle MPN + 230=360

Angle MPN= 360-230

ANGLE MPN =130°

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Angle aob =50° , PM bisects OA, PN bisects OB. find the measure of angle MPN ​

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Angle aob =50° , PM bisects OA, PN bisects OB. find the measure of angle MPN