Problem 1. Using Ter/D; Z = z/D; e is already dimensionless; V = V.; P = P/pV.2; 7 = t/(D/V.); gog/g. Transform the equations provided to their dimensionless form. Considering Newtonian, incompressible flow, and steady state. op 18 (prv) 12(V) (PV) + + - + = 0 atr ar r80 z pere av VOV V + ra ar +ve + M) = OVVV - 1 + rae 2. 10(TV) 1 82V, 02V, 2 av, + ar 2 d* zz +2 ) C + Pgo z