Question

I have a doubt regarding Circles in our textbook.

Why cannot we have length of the parallel tangents to a circle equal, If according to what we learnt in physics parallel light rays from infinity diverge from a common point and they tend to meet at infinity other side. So If we Circumscribe a circle between those rays and consider that the rays acts as a tangent to the circle and cut a proportion of it from both sides then, it will be equal?....... According to this statement why cannot we consider parallel tangents to a circle to be equal??


Plz help!! ​

Answer 1

Only tangents from same points are equal dude_and btw when the diverge they will never meet or say they will meet at infinity

_i thin uh r in 10th

Uh will understand it in your next chm of physics

Answer 2

i came to know

u r a fake guy....