(Solved): Select the correct answer form each drop-down menu. Given: \( m \not \$ \mathbf{A O B}=42^{\circ} \ ...

Select the correct answer form each drop-down menu. Given: \( m \not \$ \mathbf{A O B}=42^{\circ} \) \[ \text { m \& } \mathrm{EOF}=66^{\circ} \] Prove: \( m \nless x \) COD \( =72^{\circ} \) Complete the proof, It is given that \( \mathrm{m} \Varangle \mathrm{AOB}=42^{\circ} \) and \( \mathrm{m} \Varangle \mathrm{EOP}=66^{\circ} \). By the,\( \Varangle \mathrm{EOF} \cong \Varangle \mathrm{BOC} \). Therefore, \( m \Varangle B O C=66^{\circ} \). By the, \( \mathrm{m} \Varangle \mathrm{AOC}=108^{\circ} \), and by the \( m \Varangle \mathrm{AOC}+\mathrm{m} \Varangle \mathrm{COD}=180^{\circ} \). After application of the, \( \mathrm{m} \Varangle \mathrm{COD}=72^{\circ} \).