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Simplifying zx = zy Solving xz = yz Solving for variable 'x'. Move all terms containing x to the left, all other terms to the right. Divide each side by 'z'. x = y Simplifying x = y
| 4t-5=13 | | 234234234324324y=2x | | 2132y=y | | y+y-y=y+x | | x^2+6xy+y^2=5x+3y | | 2x(x^2+3y^2)=7 | | -4y+3-6y=17 | | 25e+-6e-7= | | -7x-3x+2=8-x-8 | | 8b+4-5=35 | | x+[x*.06]=10 | | 29-5=4(3a+1)-2 | | X1/3 | | 10n^2+80n-262.5=0 | | (x*x)-(x+1)*(x+1)=((x+1)*2)-1 | | -29+6z=-8(5z-9) | | 1086=6(x+16) | | X+(x*.06)=10 | | 7.5z=y | | 90=9x | | 35x+y+z=591a | | 6a+5b=0 | | 1231232131232x-213123=123213x+1 | | 425x-y=149 | | X+.06=10 | | 6(x-7)+9=3(x-7) | | 3x+ln(4-x^2)=0 | | W-1/3w-13=-3 | | (x+2y)dy-(2x-y)dx=0 | | 5s-2s-2s=12 | | 4x^2+2x+13=0 | | 4x^2+2x+13=10 |