Question

which two triangles are congruent? complete the congruence statement.

Explanation:

Step1: Identify congruent - side and angle markings

In \(\triangle SQR\) and \(\triangle XWV\), we see one - side and one - angle with the same markings. In \(\triangle BCD\), the side and angle markings do not match those of \(\triangle SQR\) or \(\triangle XWV\).

Step2: Match the corresponding vertices

By looking at the congruent side and angle markings, we can match the vertices. The congruent angle in \(\triangle SQR\) is at \(S\) and in \(\triangle XWV\) is at \(X\), and the congruent sides are also in the corresponding position. So the congruent triangles are \(\triangle SQR\) and \(\triangle XWV\).

Answer:

\(\triangle SQR\cong\triangle XWV\)