Three Dimensional Geometry Part 3

A plane P is parallel to two lines whose direction ratios are −2,1,−3 and −1,2,−2 and it contains the point (2,2,−2). Let P intersect the co-ordinate axe at the points A,B,C making the intercepts α,β,γ. If V is the volume of the tetrahedron OABC, where O is the origin, and p=α+β+γ, then the ordered pair (V,p) is equal to: