Question

cdef ≅ vwxy. what is m∠c?

Explanation:

Step1: Recall property of congruent polygons

For congruent polygons \(CDEF\cong VWXY\), corresponding angles are equal.

Step2: Identify corresponding angles

\(\angle C\) corresponds to \(\angle V\).

Step3: Find the measure of \(\angle V\)

Given \(m\angle V = 84^{\circ}\), so \(m\angle C=84^{\circ}\) since \(\angle C\cong\angle V\).

Answer:

\(84^{\circ}\)