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ln(ln(4*x^5))
(x-1)/3-((x-2)/2) = (2*x-5)/6;x
x
(tan(x))^2
ln(5*x^3-x^2)
3*x+y-5;x-(2*y)+3
| 5.5x+.125(x-1)=y | | 4y^2+x^2=36 | | 9+24x+4X^2=0 | | 6v-24=-3(2v+8) | | -4x+29=-7x+4.1 | | (-2(8)+76)=x | | n+9.4=-7.3 | | (-6a)(-4a)= | | -2=x-76/8 | | 2x^4-21x^3+54x^2+31x-156=0 | | 2x^4-21x^3+54x^2+31x-1562x=0 | | 4x=16forx | | 5(x-4)+3x=-2x(x+10)+10x | | 8*x+x*2=80 | | 7(4-x)=14 | | 3x-15+15=9+15 | | 8X+x=42 | | 11*x+2*x=65 | | x-7y+z=-1 | | y=0+3z | | 144x^2-49=0 | | 0.05x^4-40x=0 | | 108/12= | | x-(-29)=33 | | x-43=-75 | | x-35=-68 | | 0.05x^4=40x | | x-(-47)=7 | | B^2+bc-2c^2=0 | | 3(x-5)=108/8 | | x-25=-4 | | x-(-23)=63 |