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SIn fig. Ray OS stand on a line POQ, Ray OR and ray OTare angle bisectors of POS and SO respectivelyIl POS - find ROT. |
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Answer» Answer: ROT=90° Step-by-step explanation: If POS=x POS+SOQ=180°(Linear pair of angles) x+SOQ=180° SOQ=180°-x _______(1) OR & OT bisect POS and SOQ respectively ROS=1/2POS ROS=x/2 _______(2) SOT=1/2SOQ(Substitute 1) SOT=1/2×(180°-x) SOT=90°-x/2 ______(3) ROT=ROS+SOT(Substitute 2 and 3 here) ROT=x/2+90°-x/2 ROT=90° MARK me as BRAINLIEST |
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