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previous page || 20+7x=62 || s^4-11s^2+28=0 || d^4-8d^2+16= || 6r^7+6r^5=9r^6+9r^4 || 2x^3+10x^2-6x-30=0 || x^4=16x^2-63 || x-4/5=6/7 || 93-6x=21x+24 || (25r+2y-12)+(36r+8y-4)= || 2x=100-(x+(2x+5)) || 9k+8-4k+5= || 15n^2-13-7=0 || 2e^2x-0.5x=0 || 248-3x=42x+18 || 2e^2*x-0.5x=0 || -8x^2+8x-3=0 || x=-4p+72 || -2x-5y+4x=21 || -35a^2-9a+2=0 || 8s^2-31s-4=0 || 2(4y-2)-3(y-4)=0 || 10x-5=10x-3x-98 || 6(5-2h)=3(4h-2)-7(2+2h) || 8s^2-4-31s=0 || 8-7=6x+5 || v^2d^2-81=0 || 2(4x-3)-8=4+2w || 3(2x-4)=2(3x-1)-10 || 3(2x-4)=2(3x-1)-9 || -18+2k-8k=6(-k-3) || 4tx*7t= || 6yx*3t= || 5x^2-30x+35=0 || 3(y+6)=-30 || 0.3+x+2x=1 || g(x)=x*-6x+12 || 3y-2x=13 || 7x-3x^2=-10 || 5m+0.5=1 || v^6+7v^3-18=0 || 3x+2y+30=100 || Derivative of (x^2)sin(2x) || Derivative of e^(2/x) || -5x+3=-10 || 4a=9+3a || Derivative of x^2+2x || 2b-2=4+b || Derivative of (sin(2x))^0.5 || -7z+3=-z-18 || 8-7x=20-14x || Derivative of (cos(2x))^-1 || 2(a-2)=6 || -4x-4=6 || 3(2b+2)=12 || 2+5x=77 || 5(2+2y)=6(3y-1) || 6(x+4)=2(x+1) || 5+.33=-2 || (4x-4)+7=21 || 5+.33x=-2 || 1.5=0.2(c-0.3) || 4-3x=(-5) || 9-.25x=6 || 0.2r=8 || 16+x=-56 || 9m+-12m+4mn-7mn= || x-2=3-2x || a^2-ax-12x^2=0 || (y-8)-(y+7)=9y || .125+20=32 || a^2+5ax+6x^2=0 || 25-.20x=18 || 12kl-20mn-5kl-3mn= || 2x+3y=70 || -(x-2)=3-2x || 2.4-.6x=1.2 || (x-2)=3-2x || 3x+2y=70 || 160+x(0.25)=292.50 || X-0.29x=427.78 || X=427.78+0.29x || -3x+5(-3x-6)=-39-9x || y=3x^2-kx+3 || x^2+9x+30=5 || 10(75)+15x=1170 || 3(10x)+25=285 || 3x-5=21 || 10(6)+5s=80 || 3(10x+25)=285 || T=8x+3 || T=8+3x || 8=tx+3 || 8=t+3c || -6a+5=2a+-3 || T=3+8x || 7x+8=3x+20 || 10(4y+1)=90 || 125m-100m+38000=40200-175m || 0.80m=9.60 || 8+4r=120 || next page

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