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Simplifying w = 2st4 + -3sx Solving w = 2st4 + -3sx Solving for variable 'w'. Move all terms containing w to the left, all other terms to the right. Simplifying w = 2st4 + -3sx
| 52-5x=22x+16 | | 2/5x-3=-5/2x-7/5 | | z=y+9 | | 3y^2=6t | | 30*30=3*x^2 | | 3c+5f-5c= | | 3w-(w+4)+2(2-w)= | | B=9/4(j-71) | | 900*900=3*x^2 | | 3c+5c-5d= | | 900=3*x^2 | | 9y+3=8y-9 | | 900=3*x | | 9x-36=12 | | 58-7x=2x+16 | | p=2g+2m | | 2*ln(x)=ln(2)+ln*(x+12) | | x^9=0 | | 1/4,4/3 | | (4+2/x)/(x/4+1/8) | | 11x-5(x+2)=6x | | 10c+13d+14c+4d= | | 2-2u^2/u^2+6u+5 | | 5x-20+30=180 | | 0.40x+0.40(80)=0.20(84) | | 4x-20=9x | | 57-2x=25x+21 | | 2x+21=11x-29 | | 5k+7=8k+1 | | 4t^2-9=0 | | -x+28-6x=5x-12-2x | | 3/4-5 |