1. Special Segments in Circles One last stint with Chords, Secants, and Tangents

2. Theorem 10-15 Two chords which intersect inside a circle have segments whose products are equal AE x EC = BE x ED

3. Find x you Slackers!

4. Theorem 10-16 If two secants intersect OUTSIDE of a circle, then the products of the external segment and the entire secants are equal EH x EI = EF x EG

5. Find x AGAIN

6. Theorem 10-17 If a secant and a tangent intersect outside of a circle, the square of the tangent equals the product of the secant segment and the entire secant JK x JK = JL x JM