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(2*x+1)^2+(x-3)^2 < 10
{root[2][0]}
4879;26
3968;19
x^(1/3)
| 9u+1-3(-4u-1)=6(u-1) | | 7x-x+8= | | x*40=760 | | 9x+54=x+6 | | 14x+2.35y=1.65 | | 6x^2-32X+50=0 | | 5h+7=5(h+5)-18 | | 5u-1=18 | | X-36=49 | | 2.4v(v-1.4)=3.6(-v+2.8) | | 5(y+1.5)=2y+y+11.5 | | 2p+6q+10r= | | x^3-3x^2y+2xy^2=14 | | -2x+43=-9(x-4) | | 5-5(p+2)=0 | | -6(u-5)=7u-35 | | 2(2x+10)=22 | | 8w-10=2(w+4) | | r/r^-1r^-9 | | 15=6(u+3)-3u | | 9p+15=18 | | Cxd= | | 3v+7(v-4)=12 | | 5z-25/8z-40 | | 1ln(6x)=35 | | 7(n+8)+4(n+1)= | | 5(x+3)-7x=35 | | 12x^3y-18xy^2=o | | 9(v-1)=4v-34 | | 3w+24=8(w-2) | | 6+5y=36 | | -16=3v-7 |