The problem involves an isosceles triangle, \( \triangle CDE \), where sides \( CD \) and \( DE \) are congruent. The expressions for the sides of the triangle are given as follows:- \( CD = 9x - 25 \)- \( DE = 6x + 8 \)- \( CE = 10x - 73 \)Since \( CD \) is congruent to \( DE \), set the expressions equal to each other to solve for \( x \):\[ 9x - 25 = 6x + 8 \]Once the value of \( x \) is found, substitute it back into each expression to find the measure of each side of the triangle.This task involves algebraic manipulation and understanding of the properties of isosceles triangles.

Name: The problem involves an isosceles triangle, \( \triangle CDE \), wher
Uploaded: 2024-03-20T06:47:08.000Z
Channel: Bartleby
Description: The problem involves an isosceles triangle, \( \triangle CDE \), where sides \( CD \) and \( DE \) are congruent. The expressions for the sides of the triangle are given as follows:- \( CD = 9x - 25 \)- \( DE = 6x + 8 \)- \( CE = 10x - 73 \)Since \(