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Simplifying xyz = 1 Solving xyz = 1 Solving for variable 'x'. Move all terms containing x to the left, all other terms to the right. Divide each side by 'yz'. x = y-1z-1 Simplifying x = y-1z-1
| -4x+5=3x-1+2x-3 | | 3x+x=30+x | | x^2+12x+36+y^2-4y+4=4 | | 3k=108 | | 6(x-3)+4x=3(x+1)-7 | | 2(t-2)=12-2t | | 12x^2+18xy=0 | | 2x+4y+6z=44 | | 100+r(5)=2(r)(5) | | v/9=9 | | 6-3x=5-10x+6 | | 5y+1=4 | | 1/2(3.14) | | 2y+3x+4z=440 | | 7m+2n-4m+10m= | | 7+2ln(x)=9 | | y^3+3x^2y=0 | | xy^3+x^3y=4 | | 33/1 | | -2x^2+11=0 | | (4x+3)-5=(2x-1)-2 | | (3x-1)-4=(2x-1)-2 | | h(x)=2xf(x)-4xg(x) | | Y+6=x^2+x | | -45x=29 | | (x+2)-3=(2x-1)-2 | | 6=6+P | | 4Z/10-8=-3 | | Z/8-2=2 | | X-12=-100 | | 10r^2+-19r+8=0 | | 35+6=15 |