**Trapezoid Length Calculation****Problem Statement:**In the trapezoid below, find the value of \( x \).**Diagram Description:**In the given diagram, there is a trapezoid labeled \( TMRP \) with \( PD \) and \( AR \) intersected by line segment \( MD \). Line segment \( DM \) is perpendicular to both sides \( TP \) and \( RA \). The lengths are as follows:- \( TP \) = 28 units- \( AR \) = 18 units- \( MD \) = \( x \) units (unknown)- Segments \( PD \) and \( DA \) are parallel to \( TR \)**Equation Field:**\[ x = \]**Explanation of Calculation:**1. Analyze the given lengths and the structure of the trapezoid to determine \( x \).2. Use properties of similar triangles or the Pythagorean theorem as needed, based on the geometric conditions provided in the diagram.Replace the diagram with an illustration showing TPMD and the measurements provided to better understand and solve for \( x \).**Supportive tools:**- Use the zoom function for better clarity.- Bookmark the problem for easy reference.- Utilize note/highlighter tools for marking crucial information.- Line-reader tool can assist in precisely following the problem line-by-line during solving.Analyzing this clearly can lead to solving for the variable \( x \), enhancing the understanding of trapezoid properties and the relationships between their segments.

Name: **Trapezoid Length Calculation****Problem Statement:**In the trapezoi
Uploaded: 2024-03-20T06:47:08.000Z
Channel: Bartleby
Description: **Trapezoid Length Calculation****Problem Statement:**In the trapezoid below, find the value of \( x \).**Diagram Description:**In the given diagram, there is a trapezoid labeled \( TMRP \) with \( PD \) and \( AR \) intersected by line segment \( M