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Simplifying 4i(6i) = 0 Remove parenthesis around (6i) 4i * 6i = 0 Reorder the terms for easier multiplication: 4 * 6i * i = 0 Multiply 4 * 6 24i * i = 0 Multiply i * i 24i^{2}= 0 Solving 24i^{2}= 0 Solving for variable 'i'. Move all terms containing i to the left, all other terms to the right. Divide each side by '24'. i^{2}= 0 Simplifying i^{2}= 0 Take the square root of each side: i = {0}

| -3k+8k=5k | | 4x^3-36=0 | | 5x^2+3=4x | | -6x=x-112 | | (2X-1)(X^2+5X-4)= | | 5/4*3/7= | | -6b+9=12b | | 2(3-8x)-4=7(4x+3) | | 4x+9=X+15 | | -x-6=4 | | (3x+8)+2=9 | | 5x+0.50x=6+48.50 | | -5y+6=-34 | | (2)(-4)(-1)(3)(-2)= | | 3x+8+2=9 | | 7(X+5)=7X-11X | | -57=-9x-3 | | 4(a-5)=3(a+2) | | 2x-6=42-2x | | a-5+b-5+c-5+d-5=46 | | 5t-2=-34+9t | | 16b^2-146b-140=0 | | (x-3)2=4 | | 8p-4=31+3p | | .5x-20=.33333333333 | | -31-4x=-5-5(1+5)x | | 14x^2-40x=3 | | 9=3x^2 | | 8l-14+2l-6=90 | | (2a^4b^5)(-3a^3b^9)= | | 5(y+2)=3(y-8) | | 12x-9=8x-27 | | 2x+2=-3-x | | 29=-4+15 | | -8=4+125b | | a-29=12 | | 20+20+20+20+20+20+40+20+20+20+20= | | 40y+20=80 | | 5+d/4=10 | | -30=37+b | | y=35x+50 | | x-24=9 | | 21+6=17x-26 | | -7(3x-1)=-56 | | 6(d-1)=3(d+2) | | 36+12t=2t^2 | | 9=3+g/3 | | 0=s(s+3) | | -0.2d-1=12 | | 9=3+9/3 | | 4(-7x+7)=56 | | 3a+3-3a-2=15 | | 2s+16=4s | | 2x+2=3+x | | x^4-8x^3+24x^2-41x+18=0 | | A=26x-x^2 | | 3x/8=450 | | h=-16t^2+24t+7 | | 2x/5=16 | | 1x/6=15 | | -2.33r-2=3 | | 0=-5x-x^2+24 | | x/16=5 | | .58333333k=1 | | 3(a+1)=19-5a |

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