Question

use the tools below to construct a triangle with angle measures of 25°, 25°, and 130°, if possible. if there is no such triangle possible, click on
o triangle possible\. note: it is okay to have extended sides on your triangle.

Explanation:

Step1: Check triangle angle sum

The sum of angles in a triangle must be \(180^\circ\). Calculate the sum of the given angles: \(25^\circ + 25^\circ + 130^\circ\).
\[25 + 25 + 130 = 180\]

Step2: Determine possibility

Since the sum of the angles is \(180^\circ\), a triangle with these angle measures is possible. We can construct it (e.g., using a protractor to draw the angles and a straightedge for the sides, allowing extended sides as noted).

Answer:

A triangle with angle measures \(25^\circ\), \(25^\circ\), and \(130^\circ\) is possible (so we would construct it, not click "No triangle possible").