Relationships that describe the angle pair \(\boldsymbol{x^{\circ},157^{\circ}}\) are C. supplementary angles and D. adjacent angles
Two angles are said to be supplementary if their sum is \(\boldsymbol{180^{\circ}}\)
Two angles are said to be complementary if their sum is \(\boldsymbol{90^{\circ}}\)
Vertical angles refer to each of the pairs of opposite angles formed by \(2\)intersecting lines
Adjacent angles are two angles that comprises of a common vertex and a common side such that these angles do not overlap
Consider the given figure.
Angles \(\boldsymbol{x^{\circ},157^{\circ}}\) are supplementary angles as sum of pair of angles on a straight line is equal to \(\boldsymbol{180^{\circ}}\)
Also, angles \(\boldsymbol{x^{\circ},157^{\circ}}\) are adjacent as these angles comprise of a common vertex and a common side such that these angles are not overlapping.
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