**Find the value of x in the following circles:**### Diagrams:1. **Diagram for Problem 4:** - A right triangle is inscribed in a circle. - The hypotenuse is labeled as 8 units. - One leg is labeled as x and the other leg is labeled as 12 units.2. **Diagram for Problem 5:** - A right triangle is inscribed in a circle. - The hypotenuse is labeled as 9 units. - One leg is labeled as 4 units and the other leg is labeled as x units.3. **Diagram for Problem 6:** - A circle is divided by two perpendicular chords. - One segment of a chord is labeled as 2, the adjacent segment is labeled as x, and the entire chord's segments are labeled as x + 1 and 6.### Problems:4) \( x = \) [Blank for the student to fill]5) \( x = \) [Blank for the student to fill]6) \( x = \) [Blank for the student to fill] **Find the value of x in the following circles:**1. Circle with two intersecting chords: - The first chord is split into segments measuring 6 and x. - The second chord is split into segments measuring 12 and 8.2. Circle with a tangent and a secant: - The tangent segment measures 3. - The secant is divided into two parts, with the external part measuring 5 and the internal segment labeled x.3. Circle with two secants from a point outside the circle: - One secant is divided into segments measuring 2 (external) and 4 (internal). - The other secant's internal segment is labeled x.**Solutions:**1) \( x = \) 2) \( x = \) 3) \( x = \)

Answered: Image /qna-images/answer/fc5e5049-b2a2-4b15-a37a-be4965746215.jpg

Answered: Find the value of x in the f 1. 6. 12…

Find the value of x in the f 1. 6. 12 8. 1)x =

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

Similar questions

Exercise 3.9. Let f be the function given by the following graph. 3 -1 6. -1 a) What is the domain of f? b) What is the range of f? c) For which a is f(x) = 0? d) For which a is f(x) = 2? e) For which a is f(r) 0? g) Find f(2) and f(5). i) Find f(2) + 5. %3D h) Find f(2) + f(5). j) Find f(2+ 5).
Graph these functions
Let f be defined by the following graph: Find
50 The domain of the function f(x) = is all real 12х — 22 - numbers except for
Consider the following model to grow simple networks. At time t = 1 we start with a complete network with no = 6 nodes. At each time step t > 1 a new node is added to the network. The node arrives together with m = 2 new links, which are connected to m = 2 different nodes already present in the network. The probability II, that a new link is connected to node i is: N(t-1) II¿ = ki - 1 Ꮓ with Z=(k-1) j=1 where ki is the degree of node i, and N(t - 1) is the number of nodes in the network at timet - 1.
Find the following values, can find exact values. a) g(f(2.41)) b) g(g(3.69))