Question

if these two figures are similar, what is the measure of the missing angle? 43° 94° 43° ?

Explanation:

Step1: Recall similar figures property

Similar figures have corresponding angles equal. So the triangles have the same angle measures.

Step2: Identify corresponding angles

The first triangle has angles \(94^\circ\), \(43^\circ\), \(43^\circ\). The second triangle, being similar, will have the same angles. The missing angle should correspond to the \(94^\circ\) angle (or check via triangle angle sum: sum of angles in a triangle is \(180^\circ\). For the first triangle, \(94 + 43+ 43 = 180\), so the second triangle's angles must also sum to \(180\). If two angles are \(43^\circ\) (by similarity or symmetry), the third is \(180 - 43 - 43 = 94\)).

Answer:

\(94\)