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Simplifying w = zh + -6zt2 Solving w = hz + -6t2z Solving for variable 'w'. Move all terms containing w to the left, all other terms to the right. Simplifying w = hz + -6t2z
| -24-6x=26-4x | | 9+4t=2(3-y) | | -6=-3(x+4) | | 12-2(9-1)=5+9 | | -3.5r+2.5-6r=29.5 | | 2x+3+7=20 | | 12(x-26)=16(x+20) | | -24.5=-2h-4h | | -x-(-y)=2 | | Z^2=-4i | | 9x+79=-129+x | | 3(h-8)-h=h-16 | | 5.5(2x+4)=29.5 | | 2x^2+6x=78 | | -5(9f-3.5)=-18.5+6f | | -3(2x+1)=-2(-3x-1) | | 5-y=-4x | | 0.2m-4.6=2-0.4m | | 72y+5=8 | | 30.5=-4.5(8.5k-9) | | 5(r+2)=-105 | | 2x+8=10+6 | | 7(8v+6)=-238 | | -2.5v-8.5-5=20.5 | | -1=-6r-7 | | 4x^2+12xy+9y^2-4r^2=0 | | -3p=-18 | | -4+5x=98+15x+14 | | 8x+1=6x+29 | | 13=5x+4-2x | | 178+6x=-86-5x | | 5-6y+12=0 |