Math / GeometryQuestionIn the figure below, points J,KJ, KJ,K, and LLL are the midpoints of the sides of △XYZ\triangle X Y Z△XYZ. Suppose YZ=76,JK=12Y Z=76, J K=12YZ=76,JK=12, and XY=68X Y=68XY=68. Find the following lengths. JL=□XZ=□LZ=□\begin{array}{l} J L=\square \\ X Z=\square \\ L Z=\square \end{array}JL=□XZ=□LZ=□Studdy SolutionJL=38JL = \mathbf{38}JL=38 XZ=24XZ = \mathbf{24}XZ=24 LZ=12LZ = \mathbf{12}LZ=12View Full Solution - FreeWas this helpful?