For each exercise place the statements in an appropriate order for a proof. (There may be more than one correct order.)

Given: $\overline{\mathrm{BD}}\mathbf{\left|}\mathbf{\right|}\overline{\mathrm{CE}}$;$\angle \mathbf{5}\cong \angle \mathbf{6}$

Prove:$\overline{\mathrm{AC}}\cong \overline{\mathrm{AE}}$

(a)$\overline{\mathrm{BD}}\mathbf{\left|}\mathbf{\right|}\overline{\mathrm{CE}}$

(b)$\overline{\mathrm{AC}}\cong \overline{\mathrm{AE}}$

(c) $\angle \mathbf{5}\cong \angle \mathbf{C}\mathbf{;}\angle \mathbf{6}\cong \angle \mathbf{E}$

(d)$\angle \mathbf{5}\cong \angle \mathbf{6}$

(e) $\angle \mathbf{C}\cong \angle \mathbf{E}$

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