Question 5 please Below are three different geometric problems involving circles and chords or secants. Each problem requires solving for the variable \(x\).**Problem 3:**There is a circle with a secant and a chord intersecting inside it. The lengths indicated are 4, 5, and 10, while \(x\) is the unknown segment.\[\begin{array}{c} \ \quad\quad \ 4 \quad \quad \ \ \ \\ (\begin{array}{c} \quad\quad\quad\quad\quad \ \ 5 \quad \quad \\end{array})\\(\begin{array}{c} \quad\quad\ secant\ ) = 10 \end{array})\\(\begin{array}{c} ( \begin{array}{c} chord = x\end{array}))\end{array})(\begin{array}{c})\\end{array})\\) \end{array})\](Note: Figure indicates labeling)**Problem 5:**There is a circle with a triangle formed outside the circle, creating two segments with lengths 4 and 5 respectively. Another segment of length 3 is intersected, with the variable \(x\) as an additional segment in the triangle.\[\begin{array}{c}\quad\quad\quad 4\quad\quad \\ \begin{array}{c} /\\ / \\ / \\ / \end{array} \quad / \end{array}\\\begin{array}{c}\quad \quad \ \quad 5 \\ (\begin{array}{c} \quad \quad \quad\ \ 3\quad \quad \end{array})( \begin{array}{c} chord = x \end{array})\end{array})\](Note: Figure indicates labeling)**Problem 7:**There is another circle with a secant segment that produces a chord inside the circle. The segments inside the circle are labeled 8 and 7, while a larger outer segment is labeled 14. The variable \(x\) is part of the secant configuration.\[\begin{array}{c} \quad \quad \quad \quad x \quad \quad \

Answered: Image /qna-images/answer/18637c30-7cad-4d00-a66c-4e84a7352c6e.jpg

Answered: P WI or 2.3 25 5) ४ 4 5 3

P WI or 2.3 25 5) ४ 4 5 3

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

ChapterP: Preliminary Concepts

SectionP.CT: Test

Problem 1CT