Describe a circle tangent to two given circles, one of the points of contact is given.
This is what I'm trying to do sort of lol, but it looks so damn weird. https://puu.sh/skVhC/89c17a765c.png
As I want the radius drawn from the point of tangency to be perpendicular for all circles, but I don't think that's possible haha
|dw:1479355348725:dw|
uh wait
|dw:1479355463375:dw| oh baby that should do the trick, I don't even need that line m heh
I think..mhmm, these problems are pretty tough >.<
What is the exact problem ?
"Describe a circle tangent to two given circles, one of the points of contact is given."
Yup, that's how all the problems are, you get one little statement and you write 3 pages of proof figuring out what the heck to do.
Basically they gave us two circles in a plane and we have to find a circle that is tangent to both the circles ?
If I drew a secant for the circle notice how it will be a secant for all of the circles
Yes
They gave us one of the contact points also
Yup so I can say like |dw:1479355861096:dw| that point A is given
|dw:1479355855700:dw|
Exactly, that's the plan :p
So you think that's fine assuming that huge shaded in black circle is the given point?
Is this going to be a messy coordinate geometry proof ? If so, we have to assume the centers of those two circles are also given..
|dw:1479356081833:dw|
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