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previous page || 45=-5b || 4p^2-19p+12=0 || 6[-3x+6+6(x+1)]=-7x-4 || k+5=-2 || 2x-8=-9 || 6-n/n=11 || p-6=0 || -6=-2m || -5x-y=-22 || 2=3+v || 1.4m-0.6(m-2)=2,4m || 2(2x+1)-3(x-5)=18 || Derivative of (x^2/200000) || k^2-15k=-56 || 6y-19=4y+5 || 64w^2=16 || 5b+b=8+2b || 100x^2=300 || 9-2x=72 || -9m-12=-8m-3 || 100x^2=300x || 13x+6-4x+8= || 72+s=13 || Derivative of 7x+9 || X-5=1+2x || 2[6x-5(x-3)]+4=40 || 23=23+s || -2=2-4x || 3(2z-4)=5(z+5) || ax+1=bx-2 || Derivative of 4(x)^6(ln(x)) || 0=6x^3+34x^2+40x || 4ax+b=g-dx+m || ln(x+5)+ln(x-6)-ln(x)=ln(6) || 30x^2-57x+21=0 || -14=-3+t+24 || 5(3x+2)+7(4x-17)=7x-4 || 1-3+5-7= || 6-5n=11+n-7n || Derivative of ln((x+3)^7) || -3(7w)+7(3w)= || 2(1-d)-(2d+1)= || x+35=90 || 1+2x=x-5 || Derivative of 6/(ln(x^2+2)) || 6c+2(4c-3)= || Derivative of (x^2+2)^-1 || Derivative of 6(x^2+2)^-1 || 42-6x=12+2x || 6p+14=5p+13 || 43=x+19 || 2(c+6)=10+4 || -5-6x-4=9+4x-4x || 100=3.5x+0.5x+10x || x+x+x=90 || Derivative of Sin(x)+1/2cos(x) || 2(x+6)=10+4 || x^2-x=75 || 2x+20+40=90 || X+(x+2)+(x+4)=357 || 3x^2+10=9x+50 || 27=w+6+w-3 || k^2-2k=0 || -23+7n=-5(-4n+2) || 4x+24+2x=90 || 2/3-5=7 || 90=6x || 90=11+x+31+2x || 7x-5(8-x)=56 || 17.50x+x=x || 12x+50=90 || y+1=y+6 || 3(g+1)=7 || 12=y+1 || -7m-19=-2+8(1-4m) || x+67=180 || Derivative of 5cos(3ln(x)) || 2x+46=180 || (12x-15)+(3x+45)=90 || 25+5x=180 || (4x+5)+(3x+8)=90 || 42+15+3x=180 || 2.75x+3.8=3.8 || 4x+8x+3x=180 || Y-140=y(30) || (x+10)+(4x-35)=180 || 180=13x+7x || 180=16x+60+14x || 4n-9+2n-6-7n= || 9k-4k=25 || 32+5x+3x+12=180 || 5a^2+2a=27 || 3x^2+13x+12= || 6x^2-47x+35= || 8-x=-13 || -15c+7c+1=3+8c || 8x^3+61=(2x+1)(2x+1)(2x+1) || X^3-9x^2-x+9=0 || 6x^2-31x+35= || Derivative of 4/(5x^8) || next page

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