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Simplifying w = x + xcyz Reorder the terms: w = cxyz + x Solving w = cxyz + x Solving for variable 'w'. Move all terms containing w to the left, all other terms to the right. Simplifying w = cxyz + x
| 4(x-2)=12-3x | | 3(2x+1)-2x=2(2x-3) | | 9x+6-6x=2+5x | | -4y=15 | | -4x+7=6x+4 | | -15+2r=1 | | 3b^2+3b=2 | | -48-(-29)=4 | | 6n+9(5+3n)=-42+4n | | -7(3x-8)=14 | | 4z+7-2z=8z-3 | | 32=10+9+c | | 7-7x=-2x-1 | | 2x-9+6x=-15x | | 5X^2+12x-135= | | 7-7a=-2x-1 | | 7x^2=8-4x | | 42+d=c | | 20-10x=50+x+6x+10 | | (3a^2-5a+3)-(a^2+a-2)= | | 3z+9-9z=2+5z | | -21-(-48)= | | 3x+2=27+2x | | -4(3x-8)+8=-12x+40 | | 4.7*2f-0.5=-6*1.6f-8.3f | | 11=w+15 | | 6+2x+13=180 | | 3x^4-14x^3-2x^2+31x+10=0 | | xf+f=d | | 5-2(2)=-4(2)+9 | | 15+2x=15+3x | | 9x-5=5x-6 |