x---x Mode 1: Infinite resistance, 0W of power dissipated. x---x Mode 2: 1/2 power R1(20 || 20 || 20): 6R6 R2(45 || 45 + 1R + 1R + 1R + 1R + 1R + 1R + 1R + .5R + 24.7R): 54.7 ][ Ideal 1/2 attenuation: R1 = (16/sqrt (1/2))-16 R1 = 6.62741699796951 R2 = 1/((1/16) - (1/(6.62741699A796951 + 16))) R2 = 54.6274169979696 ][ 6.6 = (16/sqrt (1/x))-16 x=1.995 Real Attenuation:1/1.995 50W (spkr) * 1/1.995 = 25.063 28.3^2/54.7 = 14.641 50 - 25.063 - 14.641 spk: 25.063 W R2: 14.641 W R1: 10.296 W V=sqr(w*r1) or in this case W/3 R1(20): 3.397 W R1(20): 3.397 W R1(20): 3.397 W (45 || 45 + 1R + 1R + 1R + 1R + 1R + 1R + 1R + .5R + 24.7R) v=IR 28.3=I54.7+ 16 i=28.3/54.7+16 = .4a .4^2 * 1 p = .16 R2(1R)= .16 w R2(1R)= .16 w R2(1R)= .16 w R2(1R)= .16 w R2(1R)= .16 w R2(1R)= .16 w R2(1R)= .16 w .4^2 * .5 R2(.5R)= .08 W .4^2 * 24.7 R2(24.7r)= 3.952 14.641-9.489 Power left for 45 || 45 = 9.489 w R2(45): 4.7445 W R2(45): 4.7445 W x---x Mode 3: 1/4 power R1(20 || 20 || 20 + 20 || 20): 16.66R (10 + 6.6R) R2(1R + 1R + 1R + 1R + 1R + 1R + .5R + 24.7R) 32.2R Real Attenuation: 1/4.15 50W * (1/4.15) = 12.048 28.3^2/32.2=24.874 50 - 12.048 - 24.874 Spk: 12.048 W R2: 24.874 W R1: 13.078 W 28.3=I*(16.6+16) = 0.868A I^2*10 = 7.54W R1(20): 3.77 W R1(20): 3.77 W (13.078-7.54)/3 R1(20): 1.846 W R1(20): 1.846 W R1(20): 1.846 W 28.3=i * 32.2R I=.587 .786^2*1 R2(1): .772 w R2(1): .772 w R2(1): .772 w R2(1): .772 w R2(1): .772 w R2(1): .772 w R2(1): .772 w R2(.5): .386W .878^2*24.7 R2(24.7): 19.079 W x---x Mode 4: 1/8 power R2( 24.7R ) R1(20 || 20 || 20 + 20 || 20 + 45 || 45 || 45 || 100 ): 29.64 Real Attenuation: 1/7.924 50W * (1/7.924) = 6.309W 28.3^2/24.7= 32.426W 50 - 6.309 - 32.426 Spk: 6.309 W R2: 32.426 W R1: 11.265 W R2(24.7): 32.426 W 28.3=I 29.64 + 16 I = .620 .620^2 * 6.6 R(20): .845 W R(20): .845 W R(20): .845 W .620^2 * 10 R(20): 1.922 W R(20): 1.922 W .620^2 * 13.04 5.012W amongst 45 || 45 || 45 || 100 V=.620 * 13.04 8.088 V 8.088^2/R R2(45): 1.456 R2(45): 1.456 R2(45): 1.456 R2(100): .654