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5/x = 1/(x-4)
(x^2-1)^(1/2)
1/(x-2)+4*x
ln(x-2)+2*x^2
e^((-x)^2)
| 5/x=1/(x-4) | | 3(-7c-4)= | | 8=5y-9 | | 3=1.8+a+7 | | y-6=-7/6(x-6) | | 2y-4+x=0 | | 2x^2-11x=-47 | | x^2=1-6x | | 6x^2-1x+15=0 | | 6x+3.6+4.8-4=0 | | 3u+14=50 | | 0.625/cos(x) | | 5(x+2)=17-(1-3x) | | X+x+12+180=0 | | 9/2x=0 | | 54-38=Jupitor | | 14u-18=2(7u-9) | | 7x=9-8y | | x/-6=2/9 | | 1+6y(4y-25)=5 | | 8+log[5](-4X)=10 | | h=-5t^2+2t+3 | | 46-54=lunar | | y=(1/5)^-2 | | 8-2x=4z | | (3y^2/2)^4 | | 2x-9x+3=-6x+5-10x | | 14x+3y=11x+11y | | P+3=21 | | 14x+3y=137 | | -3y-32=4(2y+3) | | 9*x=16 |