If PQ and PR are two tangents to a circle with centre O. If angle QPR = 46°, find angle QOR
Answers
Answered by
22
QOR +QPR+ORQ+OQR=360(ASP)
90+90+46+QOR=360°
QOR=134°
90+90+46+QOR=360°
QOR=134°
Answered by
17
Angle QPR = 46
ANGLE QOR + ANGLE QPR = 180
angle QOR + 46 = 180
angle QOR = 180-46
angle QOR = 134
ANGLE QOR + ANGLE QPR = 180
angle QOR + 46 = 180
angle QOR = 180-46
angle QOR = 134
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