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A circle of radius 20 is currently centered at (100,100) and moving at 30 degrees south-east. There is a vertical wall at x=350. What is the intersection point on the wall by the endings of the center whisker of this circular object?

A circle of radius 20 is currently centered at (100,100) and moving at 30 degrees south-east. There is a vertical wall at x=350. What is the intersection point on the wall by the endings of the center whisker of this circular object?

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A circle of radius 20 is currently centered at (100,100) and moving at 30 degrees south-east. There is a vertical wall at x=350. What is the intersection point on the wall by the endings of the center whisker of this circular object?

 

A(350, 250)

B(350, 250-sqrt(3)/3)

C(350, 125-sqrt(3)/3)

D(350, 125+sqrt(3)/3)

E(350, 125)

F(350, 250+sqrt(3)/3)

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