Question

quadrilateral u is a scaled copy of quadrilateral t.
quadrilateral t has a side of length 4.4, a side of length 4, a side of length 2.5, an angle of 55°, and an angle of 115°. quadrilateral u has a side of length 3.52, a side of length 3.2, a side of length 2, and an angle of v°.
what is the value of v?

Explanation:

Step1: Recall scaled copy properties

In a scaled copy, corresponding angles are equal, and corresponding sides are in proportion.

Step2: Identify corresponding angles

Since Quadrilateral \( U \) is a scaled copy of \( T \), the angle in \( U \) corresponding to the \( 115^\circ \) angle in \( T \) will be equal. So \( v = 115 \).

Answer:

\( 115 \)