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polygon s is a scaled copy of polygon r. what is the value of t?

Question

polygon s is a scaled copy of polygon r.
what is the value of t?

Explanation:

Step1: Use the property of scaled - copies (similar polygons)

Similar polygons have corresponding angles equal.
Since polygon \(S\) is a scaled copy of polygon \(R\), the corresponding angles of polygon \(S\) and polygon \(R\) are congruent.

Step2: Identify the corresponding angle

The angle \(t^{\circ}\) in polygon \(S\) corresponds to the \(100^{\circ}\) angle in polygon \(R\).

Answer:

\(100\)