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8/5 = 9/x
{root[2][(3+5)]}
{root[2][3+5]}
x^2-3*x;x^2+6*x+5
{root[2][x-h]}
| 5x^2+1=7 | | 8/5=9/x | | Log(x+7)=100 | | 1/(0^(-1/3)) | | 4x^2+7y-16=0 | | 5y=10-y | | 2x+36=-7x | | 3i/5-8i | | -18-8m+15+11m=0 | | 14x-24=10x+6+7x | | -cos(8x)=0 | | -9x-35=-4x | | 27*10=40x | | y=-5t^2+20t+50 | | 4x+5y=19y | | 286=55t | | 4x+67=-4x+3 | | x+2x+2x+5=55 | | 7x(6x+8)=-2 | | 6+4(s+5t)= | | 4x+5y=19fory | | sqrtx-1=6x | | 36x^2+11x+1=0 | | .24(12)+.04x=.08(12+x) | | 20x=(x+6)(20-x-1) | | 720=(n-2)(180) | | 4+15(2-4X)=3(X-9) | | -4x-49=-8x-5 | | x^3-4x-x+3=0 | | 13sinx+12cosx+36=0 | | x^3-5*x+3=0 | | 4(t-4)+8t=4(3t+4)-10 |