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(tan(x))^4
((x^3-1)/2)*ln(x)
-1;24;5;8
16/21-(3/7) = 0
5;6;2;4
| G(3)=-x+1 | | 15x-2y=180 | | 34-74=2 | | 5x+180=3x+140 | | 16/21-3/7 | | 6(x+3)-(8x-7)= | | 18y+4=14y+32 | | 38xy-15xy= | | -3(x+7)+11=7(1-x)+3 | | 4x-43=x-9x | | 4(x+1)+7x=8x+28 | | 7s-4s-2s-1=10 | | 5w-2w-2=10 | | r-r+2r=10 | | 4w-2w-2=2 | | -3x+2(x+1)=-x+3x+20 | | 34x+12y=188t | | =7y^2+17y+10 | | -2c-13c+-3c-5=13 | | 144(318.9*10x^6)= | | 11t-t+1=11 | | 4(w-15)+7=15 | | -83=17+4x | | 9-(3x+3)=26-7x | | -3*(2+x)=-2(-x-2) | | -3(b+8)=3 | | 2sin^2(x)=3-4cos(x) | | 6x-(3x-5)=23 | | -19+11-g=9(2g+16) | | -6(5c+16)=2c | | 3(-13d+8)=-2(18d-6) | | 4(x-3)-2x=5(x+1)+1 |