Bonus question. In the coordinate plane, the point lies in the interior of a circle that is tangent to the line at the point .
What is the smallest integer value, in units, that the radius of this circle can take?
A6
B8
C10
D12
E14
Bonus question. In the coordinate plane, the point lies in the interior of a circle that is tangent to the line at the point .
What is the smallest integer value, in units, that the radius of this circle can take?
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