Question

In given figure , if AP = PB , then prove that AC = BC.
( Answer Fast Please )​

Answer 1

Hence, we have PB = BR

According to the given condition, we have AP = PB

From the above equations, we get

AP = BR …… (1)

Now, using the same property of tangents as above, we have

AP = AQ …… (2)

On equating the R.H.S. of equations (1) and (2), we get

AQ = BR …… (3)

Similarly, using the same property of tangents as above, we have

QC = RC …… (4)

On adding equations (3) and (4), we get

AQ + QC = BR + RC

AC = BC

In this way, we find that AC = BC.

Answer 2

Step-by-step explanation:

this is the required answer