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Ethan is proving the Exterior Angle Theorem, which states that the measure of an exterior angle of a triangle is equal to the sum of the measures of the two remote interior angles. Given: Triangle ABC on line segment AD Prove: m∠ A + m∠ B = m∠ BCD https://learning.k12.com/content/enforced/437405-COF_ID125380/G-CO.C.10%20Q1.JPG?_&d2lSessionVal=FThQW1vA7Rx1GoKV8yqJ49s9v https://learning.k12.com/content/enforced/437405-COF_ID125380/G-CO.C.10%20Q1.1.JPG?_&d2lSessionVal=FThQW1vA7Rx1GoKV8yqJ49s9v What statement should Ethan add at Step 5 to complete the proof? A. m∠ BCA+ m∠BCD = 90° B. m∠ BCA= m∠BCD C. m∠ BCA+ m∠BCD = 180° D. m∠ BCA< m∠BCD
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