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x2+1;x2+1;2x-1;x2+1
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x2+1;x2+1;2x-1;x2+1
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| 13n^2+2=2n | | 2w=-23 | | 6e+e-7=49 | | 2x+40=680 | | -9=-32x | | 3e-33=66 | | 4/9=1/3x | | 7=y/22.4 | | 4v=10.24 | | ((-4)^2-2(-4)-8)/((-4)-4) | | d-19.6=5.9d | | 8m-64=64 | | -1-2=13y-7-12y | | sqrt[x-9]+sqrt[x+6]=5 | | 9m=3(6m+12) | | 3x-8(2x+3)=-6(2+5) | | 7x+8y=264 | | 13n+11-12n-8=11 | | 8m-64=-64 | | 5n+10d+25q=2.75 | | (81x^(1/3))^(5/4) | | 11 = 38(3x+32) | | 3/21/4 | | x(4x+1)=3x | | x^2-63x+90=0 | | -2sin^2(x)-cos(x)+2=0 | | 8x=9y+45 | | 210=x+2(x)(6) | | log20/log5 | | 2x+6=144 | | 2.5n=20-2n | | ((16x-16)/(8))^2 |