It looks like you're trying to solve for the value of \( x \) given certain angles. However, the information provided is unclear. You mention "54 degrees and X," but it isn't clear how these angles relate to each other.
Are you asking to find \( x \) as part of an equation, a triangle, or perhaps a straight line? Here are a few common interpretations:
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If \( 54^\circ + x = 90^\circ \) (complementary angles), then: \[ x = 90^\circ - 54^\circ = 36^\circ \]
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If \( 54^\circ + x = 180^\circ \) (supplementary angles), then: \[ x = 180^\circ - 54^\circ = 126^\circ \]
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If \( 54^\circ + x + y = 180^\circ \) (angles in a triangle), you will need the value of \( y \) to solve for \( x \).
Please provide additional details or context for the equation or relationship between the angles, and I will be happy to help you find \( x \)!