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(ln(x)-1)/((ln(x))^2) = 0;x
x
3*(1/2.5)
e^(x-3)
(x^4)/12-(2*x^2)+1
6/(-4) = -16
| 123-x+31.5=2x | | 8(10a-4)+5a=5a-12 | | W/10=20 | | 123+x+31.5=2x | | x+(x+10)=(x+1)+(x+13) | | 3=9/q | | 42+2x=8x | | 115+x+37=2x | | 11x-5=8x-14 | | -5w-20= | | 8+3=30 | | (5a/3b)-2 | | -5w+4= | | 35=7(3x-37) | | 7(x+5)-(2x-1)=5 | | -5w-5= | | 1/2.5*3 | | 7h-5= | | 11w+4= | | 8x^4-36x^3-2x^2+36x-10=0 | | (x+2)(x^2+4x+2)= | | 1/2--1/4 | | X+19=8(x+3)-6(x+2)+1 | | 2x+88=308 | | 12+3v=17 | | A=d+g(b+3) | | 0.25x-12= | | 200=x+y^2+75 | | (2x^3-x)+(-2x^2-4)= | | 5x^2-8x-333=0 | | 31lifk=4 | | 7y-8=-7 |