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log(2)(x)
3*(x+1)^2*(5-x)^4+4*(x+1)^3*(5-x)^3 = 0;x
x
(x^2-(4*x)+4)*((x+1)^2-(3-x)^2) = 0;x
x
{root[2][5]}
{root[2][20.25]}
| 4k=60 | | 0.12x+20=80 | | 19+4th=1-5h | | K-20=-30 | | x+2=1+(x+1)(x+2) | | 19+th=1-5h | | 2(4x+7)=-26+24 | | x^2+2x+y^2+10y+18=0 | | X+11Y=203 | | 0=4x^3+36x^2+72x | | -15x(x-8)=0 | | 0=4x^3+12x^2+8x | | 0=4x^3+12x^2+4x | | 1.3=x-0.9032/3 | | 1.3=x-.9032/3 | | 61-1X=9X+101 | | 16a^2-81= | | X*.6=40 | | (((2ln(x))-3)/x^3)=0 | | 7593+4X=6X-2827 | | (x+5)(4-x)=0 | | 12a(65)=13(a+17) | | (5x)x(5x)=25x^2 | | w/2-1.1=-13.9 | | -2075=-25X | | 9+4i+z=0 | | V^2-121= | | 3x-5+3=7 | | -50=-10b | | 7(8)-4(6)=5 | | 7x+6-5=15 | | m+3=-2.5 |