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log(3)(x) > -1;x
x
x+3*x+x+10 = 32;x
x
2*x^3+5*x^2-4*x+2;2*x-3
48;20
4;5;3;5;0;0
| 2y+3=5-y | | x-5+x+3=30 | | -9y-3y-(-11y)+(-4y)-9=16 | | 5x+4=6x-26 | | A=3.142*25 | | 13y-8y+3y-8y+y=7 | | -1/3x=3/4=2 | | 108=12*x | | 10=2.5n | | 3x^2-96=12x | | a=b(3-x) | | 3d+5=11 | | -3r+(-13r)+10r-(-r)=20 | | h=2.5n | | 15p+19q+p-3q-3p= | | (9-d)-(3d-1)= | | 9x/2-2=10 | | 12h-5h+4h+h-7h=20 | | 7u^2(u+8)-3(u+8)=0 | | -4g-(-10g)+(-3g)+(-7)=17 | | 5x-10=5(x-s) | | A=3.142*5 | | 4N+68=7-29N-20 | | 5x-25=12-24x | | -1/3/4=2/1/2 | | 4x+5x+2=0 | | 2d-5d+4=-11 | | -d-9d+17d+18d+(-7d)=-8 | | A=3.142*52 | | (P^6)^1/2 | | 14a-3a= | | N/2=36/12 |