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1/(x^2)-(x^-2*ln(x))
0;0;2;14;7;0
0;0;3;11;4;0
x^2-(3*x)+9 >= 0;x
x
4*p*x+p+6*x^3+13*x^2;3*x-1
| 180=(3x-1)+31+90 | | 7x-69=92 | | 4y-8=-2x | | 1/y^-4=16 | | t/3-6=-4 | | 180=96+21+x | | (x+1)*x=6 | | 13x+5y=82 | | 5x=27+27+2x | | 21x-98=50 | | ln(2x+7)+ln(x-8)-2lnx=0 | | 12=0.4-8 | | n-29=-36 | | 2(x-4)+5(x+3)=4(3x+2) | | 3x+16=75 | | T+31=16 | | 30v^2w^3y^9-24v^6w^8=0 | | 4e^3x-1=7 | | 3(z+12)=16 | | (2x-4).3-(x-3).2=9x-(x-1).4 | | 12x-43=63 | | 2(x-4)+5(x-3)=4(3x+2) | | 6=0.2x+2.5 | | 7.5x+11x+c=0 | | 3.3=y/5=-9.2 | | y=1/4(x-2)(x-10) | | f(D)=A^4-2A^3+3A^2+4A+5I | | 9x+3=8x+6 | | exp(-x)+1-x=0 | | 24x-16-16x+12=24-6x | | 9x+3x=8x+6 | | 4x^2+12=7x^1 |