Given the two-column proof, fill in the blanks. Given: Prove: Statements Reasons 1. 1. Given 2. 2. Alternate interior angles theorem 3. 3. Definition of congruence 4. 4. __________ 5. 5. Inscribed angles theorem 6. __________ 6. Substitution 7. 7. Division property of equality 8. 8. Definition of congruence

Determine the conditions necessary for a kite to be inscribed in a circle.
Responses may vary but should include some or all of the following information: A kite can be inscribed in a circle if and only if its equal angles are right angles.
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