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Find the distance between Point P and Q.
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Two circles each with radius 1 are tangent to one another. One line passes through the center of the first circle and is tangent to the second circle at the point P. A second line passes through the center of the first circle and is tangent to the first circle at the point Q. Find the distance between point P and Q.
What I though of so far y^2 + x^2 = 1 |dw:1385759801850:dw|
Point D^2 = (x-x1)^2+(y-y1)^2
"Two circles each with radius 1 are tangent to one another. " isn't it going to look like this: |dw:1385761290530:dw|
hmm perhaps..probably
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|dw:1385787105911:dw|
so, what now? It looks like a triangle...an equilateral one.
|dw:1385787659261:dw|
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