Math 444 Quiz 3
Problem 1 (20 Points)
Given a point A and a circle c1 with center O and point B on c1. Construct (with straightedge and compass) a circle c2 which passes through A and which is tangent to c1 at B.
Problem 2 (20 Points)
Given two rays OA and OB and a point OA on ray OA. If |OA| = a, |OA| = 9/a, |OB| =3, and |AB| =c, what is |AB|? Prove your answer is correct.
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