Question

do the corresponding angles in polygon e and polygon f have the same measures? polygon e (a quadrilateral with angles 40°, 140°, 40°, 140° and sides labeled 1, 2, 1, 2) polygon f (a quadrilateral with angles 80°, 100°, 80°, 100° and sides labeled 4, 8, 4, 8) yes no enter

Explanation:

Step1: Analyze Polygon E's angles

Polygon E has angles \(40^\circ, 140^\circ, 40^\circ, 140^\circ\).

Step2: Analyze Polygon F's angles

Polygon F has angles \(80^\circ, 100^\circ, 80^\circ, 100^\circ\).

Step3: Compare corresponding angles

Corresponding angles (e.g., first angle of E vs first of F, etc.) are \(40^\circ\) vs \(80^\circ\), \(140^\circ\) vs \(100^\circ\), etc. These are not equal.

Answer:

No