Question F & H please Given that \( \overline{CF} \) is a tangent to the circle shown: Below is a transcription of the mathematical problems, followed by a description of the geometric diagram:### Transcription of the Problemsf) \( EG = 4, \, BC = 3, \, CD = ED, \, ED = ? \)g) \( AC = 30, \, BC = 5, \, ED = 12, \, CD = ? \)h) \( AC = 9, \, BC = 5, \, ED = 12, \, CD = ? \)i) \( ED = 8, \, DC = 4, \, FC = ? \)j) \( FC = 6, \, ED = 9, \, CD = ? \)### Description of the DiagramThe diagram depicts a circle with several points and lines:- The circle has points labeled \( A, B, C, D, E, \) and \( F \) on its circumference.- Lines \( AC, BE, \) and \( CF \) are secant lines intersecting the circle.- \( G \) is a point of intersection of segments \( BE \) and \( AC \) inside the circle.- The line \( BE \) intersects the circle at points \( B \) and \( E \).- Line \( AC \) passes through points \( A \) and \( C \).- Line \( CF \) extends from point \( C \) and intersects the circle at point \( F \).- Line \( DC \) is a segment inside the circle connecting points \( D \) and \( C \).This setup suggests the use of properties of secant segments and lengths in a circle to solve the given problems.

Name: Question F & H please Given that \( \overline{CF} \) is a tangent to t
Uploaded: 2024-03-20T06:38:44.000Z
Channel: Bartleby
Description: Question F & H please Given that \( \overline{CF} \) is a tangent to the circle shown: Below is a transcription of the mathematical problems, followed by a description of the geometric diagram:### Transcription of the Problemsf) \( EG = 4, \, BC = 3,