The instantaneous power P=D=0+∑√2 nsin(nat+n)o+∑√2 Insin(ne+wn) H=1 n= The average power P=rm=W+210a+9)n+22m(m+Wn) 1= n =V0I0+ ∑ nn (n-n)+∑ V.I. cos.9 H=1 n=1 =V0l0+11c091+2l2C0s82+…(n=pn-nThe instantaneous power p = .i =[ 2 sin( )] 1 0 = + + n n n V V nt [ 2 sin( )] 1 0 = + + n n n I I nt The average power = = T T T pdt T P 0 0 1 1 [ 2 sin( )] 1 0 = + + n n n V V nt I I n t dt n n n [ 2 sin( )] 1 0 = + + = = + − 1 0 0 cos( ) n n n n n V I V I = = + 1 0 0 cos n n n n V I V I =V0 I 0 +V1 I 1 cos1 +V2 I 2 cos2 + ( ) n n n = −