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previous page || f(x)=3x^3+5-11x+3 || d/2+3d=14 || 3b+1=b-1 || v^2+v-42=0 || 64v^2-1=0 || a=7b+11 || 1.4x=x+8 || c=10t-5 || y=3/7-x || 5/3x=4 || c=3t+46 || 3x^2+21x+108=0 || y=1-2x-1 || y=1-2*-1 || x/3-5 || .2y+4=10 || x-1/3=11/12 || y=3/(7-x) || 17[x+5]=0 || f=9/5.92+32 || 2r^2-r-3=0 || Ln(2x+3)=ln(7x-2) || 6*7-(21/7) || Log^2(8x)-2=3 || 2x^2-20=-x || E^2x+4=5 || 4x-3y=6;y=4x-2 || Derivative of -32*sin(2*x) || 8x^2+9c=2 || 5a=40 || Derivative of -64*cos(2*x) || -3(7x-7)=126 || 4c^2-4x+7=0 || x-29=32 || 2,1+0,3x=0,4x || 2x^3+x^2-14x-7=0 || k/5+3=7 || 5/2p+2/p=3/2 || 2x-3y=1;y=8x+17 || 1/5(250-45) || 8x=10y || 2c^2+5x-8=0 || 2x-4(x-3)=-4+2x-8 || 2x-4(x-4)=-7+2x+3 || 3(x-2)-1=2-5(x+5) || 15x+47=-5x-1 || 7x+3-(10x+2)=5+x || y*y*y=1/27 || -3(7x-3)=-75 || 142000000/1.11 || 12y-27=3y || 5x-2=10x-17 || 3(20+x)=5 || Derivative of 2*x*ln(x^2+1) || 5y^3dx-y^2(-2x+x^4y^2)=0 || -5(x*x)=-80 || Derivative of x^2*2*x/x^2+1 || 5x+2x=91 || -5(x*x)=20 || 3u+9-8u=-31 || Derivative of (x^2*2*x)/(x^2+1) || (X-30)(x+19)=0 || 4y-2x=8x || Derivative of e^-x*sin(5*x) || 27x^2-15x+2=0 || Derivative of e^-x*sin(5*x)+5*e^-x*cos(5*x) || 13-8x=2x-7 || -3(4v-2)+9v=6(v+3) || Derivative of sin(5*x) || .5c^2+2c+.75=0 || Derivative of -25*sin(5*x) || 10000=18.76+22.43 || 3w^2-.75=.5 || z^2=17-52 || i=40000*0.67*2 || 35b^2+b-6=0 || 4n+1/3(9n-33)=10 || 2x^2-4=68 || f=3964.50-3695 || 4x+4=x+8 || 10.8-30.7=-66.5 || 10.8x-30.7=-66.5 || 2x+3(x-17)=-9 || Derivative of 25*sin(5*x) || Derivative of 125*cos(5*x) || 8x+3=515 || 2x+3(x+17)=-9 || -2x-5(-x+7)=-66 || 2x^2+6x-71=0 || 7(2+7)= || 5x+11=7x-1-2x+12 || 6-4x=x-24 || 8x-9=8x-9+2 || k^2+3k+2=0 || 2(x-2)-1=-(6x+3)+7x || 4n^2-8n-4=3n^3-4n+1 || x+9=45-2x || -8(5r-2)=-8(4r-3) || 4x-8=-6+6x || v^2-4v-36=-6v-1 || next page

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