Math  /  Geometry

QuestionmJ=mL=mM=\begin{array}{l}m \angle J= \\ m \angle L= \\ m \angle M=\end{array}

Studdy Solution
Since mJ+mM=180 m \angle J + m \angle M = 180^\circ and they are supplementary, we can choose any value for one and solve for the other. However, without additional information, we cannot uniquely determine mJ m \angle J and mM m \angle M individually.
The measures of the angles are: mJ+mM=180 m \angle J + m \angle M = 180^\circ mL=97 m \angle L = 97^\circ

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