Answer with explanation:
Relationship between Circle A and Circle B
Size of Circle A is Bigger than Size of Circle B.
So,⇒ Radius of Circle A > Radius of circle B
⇒Relationship between Segments
1.
Let Segment QT and ER intersect at point M.
Also, length of Tangents from external point to a circle are equal.
QM = ME--------(1)
MT=MR--------(2)
Adding (1) and (2)
QM + MT= MR +ME
→Q T=ER
2.
Length of Tangents from external point to a circle are equal.Using this property we can write following segments are equal.
UP=U Q
Z C=ZR
V C=VS
NR=NS
KC=K T