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13*(x^2+1)*(x^3+x+1)
1/(x-1.5)
4*(x^2+1)*(x^3+x+1)
2062;2006
1/x+2+3
| 10+4K=k-5 | | 3x-y+4z=0 | | -5x+36=6x-7(x-8) | | 17-5*x=2 | | h-130=498 | | 66.67x^2+50*x=6 | | 3x+11=kflex | | 1.65x+0.10(110-x)=2.05x | | 4/196 | | 22=2/3t | | 22-2/3t | | 3x+7-x=7+4x-6 | | 21x+-21x+-15=-7 | | (5x-3)-(10x+3)= | | d-110=332 | | 11x-13=10x+10 | | -(4+x)=-2x+13 | | 4x^2+12+40=0 | | Log(3x+1)-log(4)=2 | | 14t+7=49 | | 5(2a+3b)-3(3a+2b)= | | 133.33x^2+50*x=6 | | 30=2/3t | | D-.3d=30.80 | | -0.10(31)+0.30x=0.05(x-12) | | 3x+x+(x+5)=280 | | -69x-6+4=32 | | 6(x+2)-(3x-7)= | | 5v=7v-18 | | -7+3(x+8)=38-4x | | 5(7y-4)+2(3y+11)= | | x^2-5x+2k=o |