In \(\triangle ABC\), E &F are the point on AC and AB respectively. BE and CF intersect at P.

If \(A(\triangle BPF)\)=5,

\( A ( \Box PFAE) \)=22

\(A(\triangle CPE)\)=8.

Find \(A(\triangle BPC)\).

**Details and Assumptions**:-

\(A(\Delta XYZ)\) represents area of triangle XYZ

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