“…Similarly, the set of 7th and 11th degree polynomial equations are formed. These polynomial equations are solved for unity modulation index by resultant theory method and the switching angles are obtained as θ 1 = 10.0154, θ 2 = 22.1424, θ 3 = 40.7521 and θ 4 = 61.7681 [9, 27, 28]. Remaining switching angles θ 5 to θ 16 are calculated by quarter‐wave symmetry of the CHB output voltage as shown in Figure 3 and given as, θ 5 = (180 − θ 4 ) , θ 6 = (180 − θ 3 ) , θ 7 = (180 − θ 2 ) , θ 8 = (180 − θ 1 ) , θ 9 = (180 + θ 1 ) , θ 10 = (180 + θ 2 ) , θ 11 = (180 + θ 3 ) , θ 12 = (180 + θ 4 ) , θ 13 = (360 − θ 4 ) , θ 14 = (360 − θ 3 ) , θ 15 = (360 − θ 2 ) and θ 16 = (360 − θ 1 ).…”