Questions: Angle (x) equals the pink angles and measures (56^circ).

Angle (x) equals the pink angles and measures (56^circ).
Transcript text: Angle $x$ equals the pink angles and measures $56^{\circ}$.
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Solution

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Solution Steps

Step 1: Identify the Given Angles

The problem states that angle x x equals the pink angles and measures 56 56^\circ .

Step 2: Recognize Vertical Angles

Vertical angles are equal. The pink angles are vertical angles, so they both measure 56 56^\circ .

Step 3: Confirm the Measurement of Angle x x

Since angle x x is one of the pink angles, it measures 56 56^\circ .

Final Answer

Angle x x measures 56 56^\circ .

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