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(d) The force, F, of a turbine generator is a function of density p, area A and velocity v. By assuming F = apaAbv" and dimensional homogeneity, find a, h and c and express F in terms of p, A and v. (oz, a, b and c are real numbers). Make the following assumptions to determine the dimensionless parameter: F = 1 k N if the scalar values of pAv= 1milli. (e) The dynamic coefcient of viscosity pi {viscosity of a uid) is found from the formula: _ Mu _ T F is the force exerted on the liquid, A is the cross sectional area of the path, v is the fluid velocity and l is the distance travelled by the uid. Using dimensional analysis techniques, determine the equation that governs ,u and its dimensions using the results of (b) and the equation in c, clearly showing all steps in the dimensional analysis