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Simplifying ay = bx + -1c Solving ay = bx + -1c Solving for variable 'a'. Move all terms containing a to the left, all other terms to the right. Divide each side by 'y'. a = bxy-1 + -1cy-1 Simplifying a = bxy-1 + -1cy-1
| y=(x-5)+6 | | (x+4)(2x+3)=-3 | | -20Q+1200=16 | | ax-b=c+d | | -6x+4y=16+8y | | C(x)=x^3-2x^2+2x+60 | | =x^3-2x^2+2x+60 | | 6x-1=11x-21 | | x^2+-11x+11x-121= | | y=(x-4)+16 | | (12x+1)+x+10=180 | | (8x-7)+(x-11)=180 | | W=2PV+2PY+2MY | | (6x-1)+(5x-17)=180 | | 5x=60x | | C=37.68 | | y(y-1)=12 | | y=-2x+50+300 | | Log(108)=Log(x+2)+Log(x-1) | | 5x^2+10x-2x-4= | | (8x-7)+(x-11)=90 | | 25+10x=3x+48 | | y-300=-2+50 | | (3x-7)+(11x-11)=90 | | 5-2(y+4)=6(3y-2) | | 7x^2+21x-5x-15= | | 2(x-7)+3(x-1)=4x | | 9x=300+8y | | 5-2(y+4)=6(3y+2) | | (7x-5)(x+3)= | | ln*(9*x+13)-ln*x=ln*10 | | 9x^2+63x-6x-42= |