Question

score: 0/5 penalty: 0.25 off
question
given rectangle uvwx below. if uy = 22, find xy.
answer
attempt 1 out of 2
xy =

Explanation:

Step1: Properties of rectangle diagonals

In a rectangle, the diagonals are equal and bisect each other.

Step2: Analyze the relationship between \(UY\) and \(XY\)

Since \(UVWX\) is a rectangle, the diagonals \(UX\) and \(VW\) bisect each other at point \(Y\). So \(UY = XY\).
Given \(UY = 22\), then \(XY=22\).

Answer:

$22$