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| ((1+t)/(t^3))*t^2=1 | | (x-1)(x+1)=x^2-2x+3 | | X^5-16x+9=0 | | .-7x+3=-15/2 | | -7x+3=-15/24 | | f(x)=1.8x+4 | | 2.3/2x-15=-12 | | 6-1/33 | | 6-1/3x3 | | 3y-12x=4z | | 1/x^2+1.8x-2.8 | | x^3-12x-24=0 | | 2m^2-10m=5m-18 | | (3x-1)(2x-2)=6x^2-18 | | (t+2)(t-3)=t+2 | | (3s+1)(s-4)=-5(s-1) | | 2/3(x+3/5)=7/2 | | 2=2/m−7 | | 2x^2-2x+k^2-2k+1=0 | | 3r^2-5(r+1)=7r+58 | | (n-2)(n+4)=27 | | 2(292+-81x+2x*2x)=0 | | 2(292+-81x+2x*2)=0 | | 1484+162x+4x*2=900 | | (2q-3)(q-4)=18 | | (6x-7)(x+5)=(2x+7)(3x+1) | | (53-2x)(28-2x)=900 | | 7v/8=56 | | 7x=14/9 | | (x-2)(x-1)-x^2=-1 | | 3000/x=14.97 | | 5x-3(2x+4)=3(x-9) |