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previous page || 2(2t)-4+t=16-t || 8(2x-9)=2(8x+4) || 5x+30=x+21+6 || 8k-5k=12 || a+3a=8 || 5b+3b-5=19 || 3x^2+3x-246=0 || (4/5)x-(8/5)=(-16/5) || 7+2x=13+4x || (4/5)x(-8/5)=(-16/5) || 5x-12=23 || 8-(4-n)=18 || 8-(4-14)=18 || 10p^6-13p^3+4r^2= || 25x^2=-80x-64 || lne^3=x || s^3+s^2-125d^3-25d^2= || 26x+7=14x+103 || y^3+y^2-125r^3-25r^2= || 5x^3-45=0 || x^2-13X+49=0 || 15x^4+20x^3-35x^2=0 || (2/9)x-1/3=1 || 10y^2+22y-4=0 || m+29=-12 || a^2+8-308=0 || 6x-y-4=0 || 2x+7=42 || (X-5)(x^2+3x-4)=0 || 5x-1-7=0 || 6y+5-1=0 || 5x+y+7=0 || 6(5s-11)-12(2s+5)=0 || 3b^2-8b+5=0 || 0.04x-0.2=0.07 || 3v^2=8v+3 || 27x^2-342x-72=0 || -6x^2+47x+8=0 || 5-21y+4y^2=0 || 9x^2-57xy-42y^2=0 || 2z^2+11z+12=0 || 0.30x+0.30(30)=0.15(84) || 9m^2-36m=0 || 5[x-(4x-5)]=3-2x || m(p+2)=n || 3x^2+-29x+40=0 || What is 20 percent of 458 - step by step solution || 8(4x+4)-4-6= || 18w-(16w)= || C(x)=5x^2-30x+81 || Derivative of 20x2+20x24 || S(t)=-16t^2+64t+80 || 7p+8=16+6p || -9(v+4)+3v+5=5v+12 || 15x+15y=8xy || x^2+5x-6=2x+4 || 2y^2+2y+2=14 || 8x+6x+3+9=9x+5+4x || 9m=7 || (11b-8)-5(2b+4)=-6 || x^2-16x-29=0 || x-4-13x-2+36=0 || 2x-2y+z=7 || m=20n || 20n=m || 3(2x-5)+9=12 || -7(x+4)-11=16+8 || 6w-14w=-72 || 9x(x-2)=9x^2+40 || 7x(2)+x-8=0 || 36+340=2 || 10-4x=6-2x || 4[2x-5(x-3)]=6 || X+30=2x || 10x-24=8x+12 || 2y-80=y+90 || 2y-80=y+9 || 18-4x=7x-7 || 14x-48=5x-3 || 3(2x-1)+4=x+25 || 12x-6=2x+7 || 2g+14+5g=8-3+8 || 14p-10=8+2p || 3.5b-33.4=75.5 || 12x^3+23x-24=0 || 4(2x+1)=3(x+13) || 10x+23(x-5)=182 || 6p+4=2(2p+1) || (5y^2-7y+3)+(-2y^2+4y+1)= || 49x^3-56x^2+16x=0 || 9c*3=6 || -20x^3-96x^2=0 || -20x^3+96x^2=0 || 4350*.5= || 2y+4=6y-6 || -4x+4=-4 || 7m=2 || 8x-4=3x+1 || 5x-9x=32 || -5(t-6)-(t+9)=2 || next page

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