Evaluate K, L,(K), where K2, is given in Problem 1. 10 If A is one reference frame and B another, show that (4KB)-1=BKA. dos (= we) and 11 Equations (3.7-1)-(3.7-3) form an abc sequence. Express an acb sequence and transform this set to the arbitrary reference frame using (3.3-1). Express fed (w=-we). 12 Devise a transformation that yields only constants when w=w, for a balanced 3-phase set with a phase sequence of acb. 13 Relate Fbs and Fes to Fas and Fds for a balanced 3-phase set with a time sequence of abc. 14 For steady-state balanced conditions the total 3-phase power and reactive power may be expressed as Pe=3V,1, cos [0ev (0) - Oei(0)] Qe=3V,l, sin [ev (0) - Bei(0)] Show that the following expressions are equal to those given above: 3 Pe=(Vastas + Vaslas) 3 Qe=(Vgslds - Vaslas) 2 15 Write the expressions for the currents in Figs. 3.10-1 and 3.10-2. 16' Assume the steady-state abc variables are of the form Fas = √√2Fa cos wet مور S