SubArea: Analytic geometry in a planeLevel: AProject ID: 2010014412Source Problem: 2010014411Accepted: 0Clonable: 1Easy: 1Find the number \(c\) such that the point \(C=[5;c]\) lies on the line \(p\colon x=2+3t\), \(y=1+4t\), \(t \in \mathbb{R}\).\(5\)\(1\)\(-1\)\(2\)