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ln((x^2-1)^(1/2)+x)
x^(2/5)*cos(3*x+2)
(1-x^2)^0.5
sin((x^2+1)^(1/2))
x^(2/3)*ln(5*x+3)
| x+26=120 | | -9k-9=11k-6 | | 6x^2+5y^3=0 | | 20(17-1.75y)+35y=340 | | 20(17-1.75)+35y=340 | | 3n-9=-12n | | 2x+4y=708 | | 2x+4y=77 | | 8u+20=-7(u-5) | | 3x^2=17x-6 | | 7-x=7+x | | -2(1-x)+3(x+1)=26 | | 5+4n=10 | | 4-2x=-5x+16 | | -3(2x-5)=57 | | (n-0.8n)/((2/5)*sqrt(n)) | | 4(2x-5)=x+8 | | =3.6x | | n^2+n-3608578766=0 | | 7x/4=12 | | n^2-n-3608578766=0 | | f(x)=x^4-4x^2+3x | | 29x-13y=2 | | n^2-n-2468=0 | | 8(9b+7)+10b= | | 4y^2-x^2-4z=0 | | 4x+32y=-24 | | -15t-12t+20t+13t=-12 | | 2/9y=-27 | | 5h-4h=1 | | =1.2x | | 3(4x+9)+8=6(7x+2)+2x |