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1/(6^3)
ln(tan(x))
(x^5)/10
1/tan(x)
5*cos(x^6)
| 1-(2x-3)+(x+5)=2 | | (7x-1)+(10x+5)= | | 2cosx+secx=3 | | 13-c=6 | | 13=5.2b | | 3p+4p-10=8p+2p+11 | | y-4=3y-9 | | 2logx-log(x-6)=0 | | F(x)=x^2-10x+95 | | 3p=2(3p+11)-7 | | 7p-17=4p-2 | | 11x-5=28 | | X^2-22+C=0 | | 6x-13=9x-4 | | 9(y-5)=3(10+3y) | | x^2-1.8x+0.85=0 | | (Dg^3/d^5g)^-2 | | 4(x+1)=2x+17 | | 2x-18=4x-6 | | 3p+2p-10=7p+8 | | 3x-(2-2x)=10 | | 3x-7x=12-2x+6 | | 9=-4+30 | | 3p-12=7p+2 | | -c/2+6=24 | | 3(3b+2)=20 | | Y=-4X(9)+30 | | -4==r/20-5 | | 9=-4X+30 | | 4x+3x+3x-8=42 | | -13-s=13.9 | | 9+x*6=11 |