Question

Two circles touch each other externally at C. prove that c bisects common tangent (EC=FC)
[mods please read the complete question it is not same we have to prove something else in this plz dont remove it]

Answer 1

Answer:

The whole theorem of page where the touching circle theorem is mentioned is the only answer but you just have to replace the points and also keep in mind that you only apply external touching circle that is r+R is the distance..

Step-by-step explanation:

it will bisect the same tangent because in touching circle theorem especially the external ones the tangent out side the circle isn't equal by length in both sides but congruent..

hope it may help you a bit

Answer 2

Answer:

The whole theorem of page where the touching circle theorem is mentioned is the only answer but you just have to replace the points and also keep in mind that you only apply external touching circle that is r+R is the distance..

Step-by-step explanation:

it will bisect the same tangent because in touching circle theorem especially the external ones the tangent out side the circle isn't equal by length in both sides but congruent..

hope it may help you a bit