Question

All sides of the larger quadrilateral are eight-fifths the length of the sides of the smaller quadrilateral.

Answer 1

so what do we have to solve??

Answer 2

if the similarity is true

Answer 3

Two quadrilaterals are placed side by side. The quadrilateral to the left has vertices labeled as X, Y, D, and A. Angle X is marked with one arc. Angle Y is marked with two arcs. Angle D is marked with three arcs. Angle A is marked with four arcs. The quadrilateral to the right has vertices labeled as W, F, P, and M. Angle W is marked with one arc. Angle F is marked with two arcs. Angle P is marked with three arcs. Angle M is marked with four arcs. All side lengths of the quadrilateral to the left appear to be eight-fifths the lengths of the quadrilateral to the right.

The ratio of line segment X A to line segment F P is eight to five.

The ratio of line segment D A to line segment F W is eight to five.

The ratio of line segment Y A to line segment W P is eight to five.

The ratio of line segment Y D to line segment F P is eight to five.