The image depicts a triangle labeled \( \triangle QRS \). The triangle appears to have the following features: - Vertex \( Q \) is at the top of the triangle. - Vertex \( S \) is on the left side. - Vertex \( R \) is on the right, forming an angle of \( 114^\circ \) with the side \( \overline{SR} \). - The side \( \overline{SQ} \) is labeled with \( 5y \). - The side \( \overline{QS} \) is labeled with \( y \). Below the triangle, there are two expressions to be filled out: - \( \angle QRS = \) - \( \angle Q = \) This triangle involves basic angle and side labeling, likely meant to be used in geometric calculations or proofs involving angles and side ratios. The side labels \( 5y \) and \( y \) suggest a potential exploration of proportional relationships within the triangle. The given angle \( 114^\circ \) can be used to further deduce other angle measures using angle sum properties or related theorems.