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previous page || (x-40)+(1/3x+20)+(3x-60)=180 || 24g-26=2 || -2(x+1)=5x+5 || 8+10p-7=8p+16-3p || 4x/x-5=20/x-5+7 || 2x-5=4-(3x-8) || 4j-4/11=216/11 || (2x+1)2=(x-1)2+3x(x+1) || 9(4f-8)=f || 4/5h-2=14 || 6x+1/6x || 2t-3=-15+8t || 4n+3-2-6=5 || -15=y-62 || 2(-3b+7)=b || 8t-12=-42+2t || 1x+120=5x || y-2=6/7x || 7y(y)=4y || -(9+6z)=Z || -2/3+x=5/2 || 12.32=4.5-3.4w || 5.7r=-15 || Derivative of (sin(x))/(x^2-1) || -9q-11=-7 || -3(9+6z)=z || 3(x+5)=40 || 6x+4320=7x || QD=100-5P || 6(y-2)/5=-3y || Derivative of 5e^(-4x) || 3(1/6) || 3x+4320=7x || Qs=20+15P || -6(7+3c)=c || 7x-3+2x=9x-8 || 9(-7m-5)=m || 13+3=-2(8x-8) || -(3x-2)+8=2-x || Derivative of x^(4/3) || 4x-480=3x || 3(2x-2)-4(x-6)=3x+8+x || s^2(t-u)-9t^2(t-u)= || Derivative of x^(4)cos(x) || 6y+2-y=9+4y+9 || Derivative of 3e^(-3x)ln(x) || Derivative of 6(2-u) || Derivative of x^(4) || 3/7x+5=-4/7x-7 || t+t/3-t/4+t/36=10 || Derivative of (x^(4)cos(x)) || 7x-50=5x || (4x+6)+(11x-6)=180 || Derivative of (3sin(x^2)) || -8(z+4)+3z= || X-3/2y=-2 || 1/14(3x-2)=x+10 || 0.14(y-3)+0.12y=0.02y-0.09(20) || 4x+12-6x=14-14x+12x-2 || 3/4(m+4)=m+3 || Derivative of ((2x^(3)-9)^(7)) || 3(1-x)=-3x+2 || -1/4x+1/12=-1/3 || x-9/x || 18x-4=14x-20 || 5x-4=-4x-10 || v^2+8v-9=0 || (-1/2)*(y/x)=-2/4 || 7x-142+2x=101 || -8(-5-4r)=r || w=x^2+18x+45 || 5+17x+9=2x+21+14 || 2x+5-3(8+9x)=56 || -(5xy-12)+4(4xy+7)= || 14=5-2/7q || 0.6v-0.03+0.1v=0.46 || 5.50x+9.30(170-x)=1284.60 || 4c=25-40.2 || 17-5(4x+3y)= || 5-3/8g=-8 || (6n-1)x^5/(4n+1) || x+2x+7=10x-7 || -9(4f+3)=f || (6n-1)1^5/(4n+1) || 6=3(x+5)-4x || 4(y+2)-6(3y+2)= || 91-(5x+5)=5(x+4)+x || 2(4x+6)-4(x+1)= || 15v(v)-19v+6=0 || 0.001x+3.1=2.03x-2.96 || 2.7x-2.1=5.73 || -12-3r=8 || 105x+175-28x+196=20 || 8(-3-4f)=f || -7d+8+12d=-10 || Derivative of ((x^(2)+1)^(5)) || -1.3x-2.2=-2.8 || 4.20x+5.70(4)=918.00 || -18/5+5 || 35(3x+5)-28(x+7)=20 || next page

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