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previous page || 4-c=29 || 2a^2+2a-24= || -9b+4+5b+8= || 4x^2-15x+7=-7x+4 || z^4-4z^2+3=0 || 18y=17(y+18) || xy+4y=3x-2 || 5+(7-6p)-3= || 30+.75x=42 || 12+6p=2p+4 || -3=4+2m+3 || -19-3x=26 || 7(x+2)-7= || 2+-3x+xy+4y=0 || 7g(2g+3)= || 3(-2-3n)-3n=-42 || K-2-4=-9 || 4(-2x-1)=-92 || Derivative of sin(e^x) || 5(t-1)=50 || 3n-2n=6n+3-6n || 4m+3m=7 || (z^4-4z^2+3)(z^2+1)=0 || -5=1+4n-6 || Y-8=6 || 4k+2k=k+10 || 5p-4p=2 || Derivative of ln(cos(e^x)) || 5=a-1-2a || n+37=50 || 2+4b-3b=-3 || 2x^2-18x+16= || x^3-71=0 || n*5=52 || 216-5X=31X+16 || 4n-n=-3 || -4x+3x=3 || q/4=8 || 84-2x=34x+16 || -97-9x=1x+17# || -97-9x=1x+17 || 3(x-55)=0 || 12x-3(5+4x)=15 || 7x-8=2x+37 || .6x+12=6 || 1+8(3b+2)=5(4b+9) || 258-2x=43x+23 || 0.6x+12=6 || h-4j=k || 7x+5=3x+33 || (n-6)*5=50 || 3(x-55)+22=x+55 || (4-4x)+(7x-7)= || (n+3)*10=80 || -2+15=12x-4-11x || n-p=17 || 3x-7=-2+18 || 5-2x+9-3=3x+2 || 3-6b=5b-41 || x^4+11x^3-8x^2=0 || 2x-10+5x-100=180 || 8x+5(3+x)-a=15+5x || 3=7+2x || 4x^2-20x=-16 || 3-4a=5(8-3) || (8x).(4x)= || 3x+4(x-3)=6x-9 || 4x-4x= || ln(x+2)+ln(x)=ln(12) || 50=5(6x-2) || X^2-12=69 || 23=p+16 || 4x-7y=33 || 7d-5=9d+290 || 2(-2+a)+3(8+a)=2a+5a || 17(2x+3)=15(2x+3) || x=(2x+1)(x-3)-4x+1 || (7x-2)-(4x-7)=23 || Derivative of 7t^2/3-2t^1/3+7 || 2x^2-4x-1=3-2x || 5y+4=2y+10 || Derivative of (7t^2-3)-(2t^1/3)+7 || y=0.40(8.25)-3 || Derivative of (3)/(3x^3)+8sin(x) || 10x-3(2x-7)+3=3x-5-x+11 || 2.3-2.1n-0.6=0.23 || ln(x+4)+ln(x)=ln(x+12) || 2(a-3)+5a=3a+10 || y+1=-5+9 || y=.40(10)-3 || -3k+4k-8+3k= || -18-9=9x+18 || -5(m-6)= || 16+5x=24 || 132-5x=3x+12 || c+4-4c-1-2c=3 || Derivative of 3e^(3x) || 4+5x=23 || (120-p)*(p-40)= || 3x^3+4x^2-17x-6=0 || next page

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