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ln(3*x^2+1)
2*x^2-(4*x) > 3*x^2-(6*x);x
x
e^(3*x+1)
2*x^4+2*x^3+2*x^2+2*x+2;2*x^2+2*x+2
(3*x+1)^5
| x/6-1=-10 | | (3.04)(1.7)= | | 3x+2sinx=5 | | 5n-5=-3n+19 | | 4x+19+8x=2(6x-11) | | 9r^2-17=r | | (1/2x-1=(3/4x-2) | | 6(2x+3)=3(4x+5) | | 10(x+1)=5(2n+2) | | 19=15+v | | 2b=32 | | 7n-6=64 | | x+3+4x-38=180 | | 2(4x-5)=7x-5 | | 3x-2x+9=14 | | 5y+40x=-30 | | 2x+3x-10=40 | | 11.2=48+1.62z | | 2(x+3)-x(2x-1)=5 | | 11.2=48+1.62 | | 0.45(b+3)=-0.9 | | (u-6)*7=63 | | X+y=1260 | | 7+3x=15x | | 3x+7=15x | | x-4+9x-64=180 | | 5(y+3)=2(32-y) | | 4.4=-0.55(y+2) | | 3y+7-y-16=9 | | -6x-2p=5x-7 | | 2y+6-4=8 | | 6x=(5x-2) |