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Simplifying z = 1 + -5i Solving z = 1 + -5i Solving for variable 'z'. Move all terms containing z to the left, all other terms to the right. Simplifying z = 1 + -5i
| 3-3(x+2)=5x-11 | | 5x-6=-10x-8 | | 5-4(x+3)=6x-17 | | -[9x-(2x+6)]=-3-[4(3x-4)-3x] | | 4x-(3x+11)=11 | | 2u^2+13u+15=(u+5)(u+5) | | 8[2-(3+4x)]-2x=-10+2(1-17x) | | -5x+3=x-33 | | w^2-2-2=0 | | y^2-2y+0=0 | | 45x+13=13+5x | | 33=15.5 | | 4w^7+22w^6-12w^5=0 | | 6-2x=5x-9x+10-4 | | 3*p-5=2p | | 29x+11y=-17-29x | | 3y^2+22y-16=0 | | 5x+9+6=-9 | | m^6-n^6=0 | | x^6-35x^3+216=0 | | -3*2n+5=-9 | | 2v^3-3v^2-4v+6=0 | | 80+6x=145-7x | | (x-12)+(2x-8)=13 | | 9x^2-167x+612=0 | | 6c-1=-2 | | 5-7(2n+1)= | | 3+7x=3x-33 | | 18x^3+39x^2+20x=0 | | L=2(4.5)+3 | | (y-2)(y-2)=2y^2+2y+13 | | 3x+-6=7-2x |