If \( P \) is the orthocenter of \(\triangle ABC\), \( AB = 13 \), \( BF = 9 \), and \( FC = 5.6 \), find the perimeter of \(\triangle ABC\).*Diagram Description:*The diagram shows triangle \(\triangle ABC\) with orthocenter \(P\). Points \(D\), \(E\), and \(F\) are where altitudes from vertices \(A\), \(B\), and \(C\) intersect the opposite sides or their extensions. The line segments \(BF\) and \(FC\) are marked with given lengths.*Problem Statement:*The perimeter of Triangle \(\triangle ABC\), rounded to the nearest tenth, equals _________.

Name: If \( P \) is the orthocenter of \(\triangle ABC\), \( AB = 13 \), \(
Uploaded: 2024-03-20T06:47:08.000Z
Channel: Bartleby
Description: If \( P \) is the orthocenter of \(\triangle ABC\), \( AB = 13 \), \( BF = 9 \), and \( FC = 5.6 \), find the perimeter of \(\triangle ABC\).*Diagram Description:*The diagram shows triangle \(\triangle ABC\) with orthocenter \(P\). Points \(D\), \(E