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previous page || (5.3*7.2+5.3*x+7.2*x)=34.9 || 6x+8=4x+4 || 4x-6=5x-2 || 5u^2-55u=8 || -3x-10x+8=0 || (c+3)(3c+10)=0 || -20+7x+3x^2=0 || 5u^2-55u-8=0 || x=y^2-11 || 3Y-2=4Y+8 || 4(x-1)=6x-12 || 3n^2-19n-12=2 || 10*12= || 2*(2*5+2*x+5*x)=420 || w^2+6w-40=0 || 20+50= || -a^2+9a+22=0 || 40*40= || 3x-8y=-6 || m^2+b^2=c^2 || (d-5)(4d)+(d-5)(d+7)=0 || -5y+2=-8y-10 || 8x^2-7x-2=2 || 1*0= || 2x-4y=3 || 2x+8=4x+32 || 2.8= || .50(2x-3)=8 || 3x^2-2=28 || -2x(x-8)=20 || (-6x+3)-3x= || 1500x=7200-1200x || 5m^2+m-6=0 || log(4-5x)+(8x)=1 || 6h^2-19h+3=0 || 12x^2-120x+48=0 || -7y^2-23y-6=0 || ab^3+4a^3b^2+a^3b^2-ab^3= || log(5x^2+8)-log(14x)=0 || 300x^2-12=0 || 2x+3.8=8.2 || 18c^2+12c-6=0 || Derivative of 12.5x^3-2.6x^2+46x-0.15 || x^3+y^2*x^3-y^2= || 12[(5x+1)(5x-1)]=0 || -5=-12-5x || -4x=-12+2x || 24-3x=12x || 96x-48=8x+40+2x || 9n-8n+6=6 || -4x-15=6x+15 || 7-6x-3=21+4x-15 || 7-6x-3=-21+4x-15 || Derivative of 37.5*x^2-(5.2*x)+46 || Derivative of 75*x-5.2 || 5x=-18x+3 || Derivative of 75 || 4y+44=7(y+5) || 4x+20=5x+12 || X^2+2x-53=0 || -2(v+6)=4v-7+2(6v+5) || 5x+13=3+8x-8 || 2x+11+28= || 2x+11x+28= || 4x=-12x+3 || x^2-5ky=0 || 4=-x-3 || x^2-5kx=0 || Y=-16 || =4x^9+8x^8-12x^7+8x^6 || Y=-4-3 || x+3x-2=26 || 2(x+4)-(2x+8)= || 3x(x-10)=45 || t=5g+5v || 25g-6g+3m= || 12a+8j-a= || -5x=6+3x || 8x+17=9x+13 || 3x^2+21x=132 || 6-7x-3=-27+4x-14 || x(4x-19)=30 || 3(x-1)x= || 8a^3+14a^2+38= || -4(x-2)x= || -3x(x-8)=33 || Y=3(-3)-6 || x^2-16k^2x=0 || 3x-2=43 || (x+1)(x+1)=(x+5)(x+6) || 4ln(x-5)=8 || 3x^2-x+3=0 || 7y-6=-3+8y || 5y^2-40y-100=0 || 2e+5=8-2 || 2x^2-6=4 || 28=-7.2y || 6-(4z-1)=5-5z || -13u=-9 || 2x+12=0 || next page

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