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Simplifying bx = o Solving bx = o Solving for variable 'b'. Move all terms containing b to the left, all other terms to the right. Divide each side by 'x'. b = ox-1 Simplifying b = ox-1
| (5y+7)-(2-4y)=6 | | 7m+2=9 | | 4x=5y+10 | | ln(4x/y) | | 3(2-x)=5(12+x) | | -0.12p+3.4=0.84+5p | | -1/5r=4.8 | | ln(3/2x-5)=0 | | 9=-3(4)+b | | 6/5*5 | | A+3-7+6a= | | -.46=.1R | | 3x-24/18x | | 4(3x-1)4(3x-1)=100 | | 2x^4/5=64 | | 45-42/3x2 | | 19.6=3a+2a | | 10x^2+7x+9=8 | | x^2+y*cos2x=4 | | x^2+ycos2x=4 | | -16x^2-112x=0 | | 14+x+7=21 | | 4+sqrt(4x-4)=x | | 60(x/2.2)=39 | | -x-6=3/4x+1 | | 3t-(t+5)=6t+5 | | 60(x/2.2)=56 | | x^2+2x+y^2=0 | | x^2+y^2-2xy-1=0 | | (x/2.2)60=56 | | 34x+5+18x-22= | | 1/9x^3-xy^2 |