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Simplifying axb = dxc Solving abx = cdx Solving for variable 'a'. Move all terms containing a to the left, all other terms to the right. Divide each side by 'bx'. a = b-1cd Simplifying a = b-1cd
| 5(a-8)=65 | | 4(3n-2)+3=7 | | -48-12n+6n+12=-78 | | x^2-2x+12=16 | | 3x-5x+19=20+15 | | -4+12x+40x-20=80 | | 2x^3+5x^2-21x-10=0 | | 2(a-4)=7 | | 24+18k=-84 | | 6(5+3)-4y= | | -3x^2y(x^3+2x^2-x+1)= | | 24n-8=112 | | 5t+7=-3 | | 3x+5=x+x+x+5 | | 2x+5=x+x+6 | | 5(2x^2-3x+4)= | | (6x-9)x(6x+9)= | | -2m+6-m= | | 7(4s+2)=238 | | 5y=3+4x | | (-3a^3b^2c^4)(-4a^2b^3c^5)= | | 16-4(0)(-6)= | | A^1+A^2+A^3=180 | | 3x+11=9x-7 | | 5a+6+a=-12 | | 8(2l+2)=112 | | 1+b-3b=-13 | | W+10=17 | | f(-1)=4(-1)-9 | | tinS=P(1+rt) | | 3a-2-4=-12 | | 0.5*m*n*4=0.5m+4n |