Question

plz help me with this problem​

Answer 1

since ro is angle bisector por=ros=x lly sot=toq=180-2x÷2=90-x

Answer 2

Answer:

Step-by-step explanation:

OR IS THE ANGLE BISECTOR OF POS AND OT IS THE ANGLE BISECTOR OF SOQ RESPECTIVELY

WE HAVE ∠ POR = ∠ROS AND ∠ TOS = ∠QOT

LET ∠POR = ∠ROS = x and

Let ∠TOS = ∠QOT = y

∠POR + ∠ROS + ∠TOS + ∠QOT = 180 (angles lying on a straight line)

x + x + y + y = 180

2x + 2y = 180 , 2(x+y) = 180

x + y = 90

Now ∠ROT = ∠ROS + ∠SOT

∠ROT = x + y = 90

∠ROT = 90