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The diagram shows a straight line \( \overline{AB} \) and a point \( C \) not on the line such that \( \angle ADC \) is \( 183^\circ \). Since a straight line forms a \( 180^\circ \) angle, this suggests \( \angle ADC \) is being described with an exterior angle involving \( \angle ADB \) and \( \angle BDC \

Solve for a, if the measure of ∠ADC is 183°.

This problem demonstrates solving for the variable 'a' using geometry concepts like linear pair of angles and exterior angle theorem. The given angles involve algebraic expressions that add up to an exterior angle of 183°. Suitable for Grades 8-10 students.

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