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previous page || 35=2x*2+x/2 || 35=(2x)2+x/2 || [8(x+5)-19]+[3(x-2)+3]= || 70=(2x)2+x/2 || 70=(2x)2+x || 3x-12y+21z= || 9x+4y=11 || 72y=36 || x=9y-100 || n/12=4/8 || x=9y+100 || 7/6=14/t || 8/2=32/t || 20/12=70/t || t/8=400/20 || t/8=196/14 || 20/6=m/27 || m-14=18 || 5x^2+6x-13=0 || -30y=240 || -1.2x+2.7y=9.9 || 5/6y=20 || 15+6y=3y || 3/7n=12 || 4(7-2x)+3(4x+3)-7(x-3)= || (x-2)(x+2)-7x=0 || x/5-21=33 || 6y=4y || 45=-2/4 || 45=-2/4+7 || x+x+x=0.5x+0.5x+0.5x+0.5x || 3x+2x=18000 || 3/8y=9 || 45=-12/4+7 || 1/3x+9=21 || -66=6+9x || y=2.5x^2*5x || -4x-8x=-84 || 2/x+3/x+3 || 3(5x-4)=2(2x+5) || 6t-16=29+t || 2x-3=1/2 || X^2/x-3+9/3-x || 8z-12=-14+7z || 3x+3+4y=15 || 17/2-2/3 || Derivative of x^0.5(tan(x^0.5))^3 || 27x^2+36x+12=0 || x^2-4x-5=4 || (x-1):(x-5)=-(1:3) || y=4ln(4x) || y=(x/2)*(x/5) || (x/5)^2*(x/2) || 2x+7=4x+13 || x^2+2x+9y^2-8=0 || x^3+13x+10x^2=0 || 23x-4+6=5 || 23x-4+6=5x || 23x-4+18=4x || 23x-4+18=3x || 23x+4+18=3x || 23x+2+18=3x || 2.5x/2 || 7x+21=2x-4 || 7x+21=2x-49 || (x/2)*2x || y=(x/2.5)*2x || 7=-14x || 1.2=-4.8x || m^2-9m+4/2-m || 5-(x-3)(x+3)=(x+4)-3x || 2w+2v=3 || log(x)=56 || x^2-(2k+3)x+3k+1=0 || 2x+12=-65-9 || 9.16=9 || 12-13-5=0 || ln(x-6)+4=ln(x+3) || 12x-5y=4 || X^2+8x+10=-7 || 5x+3-(3x-2)=10 || -2+-2+-2= || 10y-5x=5 || (p-3)(2p+1)+6=0 || v^3+5x+6=0 || Derivative of -4/x^3 || Derivative of -4*x^-3 || x^3+3x^2-77x= || 2t^2-2k^2+t-k= || A=b*h/2 || x^2+14x-35=0 || -6x^2+15x+36=0 || 225t^2+4.9t-620=0 || 2y^2-xy-4x^2=8 || 4.9t^2+225t-620=0 || z=30+y || (5w-6)(2w+7)= || 2a+b=2.60 || 2y^2-5y+3y^2-100-120y+36y^2=8 || (4s+5)(7s^2-4s+3)= || next page

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