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0.4536;150
1/((x^2+1)^(1/3))
(1/((x^2+1)^1))/3
5;9
1494;12
| 14-2.5(3x-5)=17-4x-5b | | -45-3x-x=31 | | 3[2+5(6-7)]=0 | | 7u/8=56 | | (x+3.5)*(2x-1.6x)=0 | | 4-s=23 | | -69-6x+12=21 | | 7y-10=46-14x | | 7x=44 | | 0.2x^5-2x^3+1.8x+k=0 | | 2y=12y | | 8x-32-x=52 | | 4x-1=5(4x-3) | | 2x-1.6x=0 | | X+120+135+110+100+x+10=360 | | (Y-11)-(y+8y)=8y | | 10y^2+2y-5=0 | | -9x^3-72x^2-96x+36=3x^3+x^2-3x+8 | | 2x/3=1.8 | | -50-9+5x=62 | | (5x-5)(x-5)=(2x-11)(2x+5) | | 7y=6.2y+30 | | 45-0.15=44.85 | | 5-4x=7(2-x) | | 3/4-a=5/8 | | 26b+10=9b | | -9(4+v)=9 | | -3(v+11)=-21 | | 3(x-4)=-2(3x+2) | | -2y^2+x-8y-6=0 | | 10+11p=208 | | -8x-10=174 |