The sides \( A B, B C \) \& \( C A \) of a triangle \( A B C \) hav...

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The sides \( A B, B C \) \& \( C A \) of a triangle \( A B C \) have 3,4 \& 5 interior points respectively on them. If the number of triangles that can be constructed using these interior points as vertices is \( k \) and number of
\( \mathrm{P} \) lines segments including sides of triangle is \( p \) then \( \frac{k}{p} \) is

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