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(tan(x))^3
1;4;3;4;7;3
(tan(x))^3
1;3;2;3;6;0
H/12 = 52
| 3x-7=3x+1+7 | | .216x=648 | | H/12=52 | | 1.4x+4.7x+5.02x=111.2 | | 100/x=0.4 | | -(1-5n)=-3(2n+4) | | 4x^2+12x=120 | | 33=3(x-4)-8 | | 8(9+x)=100 | | 4*5+3*8-2x=64 | | 6=y/z | | (2+8)(3+5)=x | | 7x-5y=27 | | 8*x^4/2*x | | 24q^2-56q=48 | | 4v+17=73 | | 8(x+2)=7-(2x+3) | | (6-6v+2u)(-4)= | | 2x+13+3x+12=180 | | 3x+13+2x+13=180 | | -(19-2g^2)-57+4g^2=0 | | 6x-x=-6(2+x)+5(x-6) | | 2L+0.75L+0.75L=28 | | -14+6x=7(x+5)+6x | | 3x+2(x+2)=29-(2x-5) | | 4n-9=-8 | | 2L+0.75L+0.75=28 | | 2P+2=20-5 | | z=y | | (D^4-2D^3+D)y=x^4+3x+1 | | x+(x+16)+(x+33)=150 | | 300x+400=300x+250 |