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Simplifying S = rx + s Solving S = rx + s Solving for variable 'S'. Move all terms containing S to the left, all other terms to the right. Simplifying S = rx + s
| 2x^2+36x+2=0 | | -x^3+3x+4=0 | | 1/8-(x+3/4)=1/3-(x+1/9) | | (3x+6)(x+3)=168 | | 5*-1=9 | | 6x(10x-1)(x+1)=0 | | (14-0.8x)(5-0.5x)=0 | | (2x-6)(x-4)=84 | | (2x+2)x=144 | | 14+3a=7a+2 | | x^3-6x^2+12x+8=0 | | -9=2n-5 | | Y=X^3-3x^2+7x-5 | | 5(x-2)-4=6 | | 75-48x^2=0 | | 2x(5x+1)=9 | | 10=4+3 | | Y=x^3-x^2+7x-5 | | (X^2)-5x-9= | | -1(y-11)=17 | | 4n+12=2n-6 | | 2x(2)= | | 6+3n=27 | | -3x-3=21 | | 2P-3Q+R=-1 | | 1-5x=-4x | | -5=2+3x | | 11-12x=-11x | | 12x-1=8x+15 | | X(2x+2)=144 | | 6d-2d+4=8 | | 10+5(a+b)= |